Triangulation is a class that provides time and memory efficient traversal methods on triangulations of piecewise linear manifolds. It provides the following features: More...

#include <Triangulation.h>

Inheritance diagram for ttk::Triangulation:

Public Types
enum class	Type { EXPLICIT , IMPLICIT , HYBRID_IMPLICIT , PERIODIC , HYBRID_PERIODIC , COMPACT }

enum class	STRATEGY { DEFAULT = 0 , WITH_PRECONDITIONS = 1 , NO_PRECONDITIONS = 2 }

Public Member Functions
	Triangulation ()

	Triangulation (const Triangulation &)

	Triangulation (Triangulation &&) noexcept

Triangulation &	operator= (const Triangulation &)

Triangulation &	operator= (Triangulation &&) noexcept

	~Triangulation () override

int	clear ()

size_t	footprint () const

int	getCellEdge (const SimplexId &cellId, const int &localEdgeId, SimplexId &edgeId) const override

SimplexId	getCellEdgeNumber (const SimplexId &cellId) const override

const std::vector< std::vector< SimplexId > > *	getCellEdges () override

int	getCellIncenter (SimplexId cellId, int dim, float incenter[3]) const

int	getCellNeighbor (const SimplexId &cellId, const int &localNeighborId, SimplexId &neighborId) const override

SimplexId	getCellNeighborNumber (const SimplexId &cellId) const override

const std::vector< std::vector< SimplexId > > *	getCellNeighbors () override

int	getCellTriangle (const SimplexId &cellId, const int &localTriangleId, SimplexId &triangleId) const override

SimplexId	getCellTriangleNumber (const SimplexId &cellId) const override

const std::vector< std::vector< SimplexId > > *	getCellTriangles () override

int	getCellVertex (const SimplexId &cellId, const int &localVertexId, SimplexId &vertexId) const override

SimplexId	getCellVertexNumber (const SimplexId &cellId) const override

int	getDimensionality () const override

const std::vector< std::array< SimplexId, 2 > > *	getEdges () override

int	getEdgeIncenter (SimplexId edgeId, float incenter[3]) const

int	getTriangleIncenter (SimplexId triangleId, float incenter[3]) const

int	getEdgeLink (const SimplexId &edgeId, const int &localLinkId, SimplexId &linkId) const override

SimplexId	getEdgeLinkNumber (const SimplexId &edgeId) const override

const std::vector< std::vector< SimplexId > > *	getEdgeLinks () override

int	getEdgeStar (const SimplexId &edgeId, const int &localStarId, SimplexId &starId) const override

SimplexId	getEdgeStarNumber (const SimplexId &edgeId) const override

const std::vector< std::vector< SimplexId > > *	getEdgeStars () override

int	getEdgeTriangle (const SimplexId &edgeId, const int &localTriangleId, SimplexId &triangleId) const override

SimplexId	getEdgeTriangleNumber (const SimplexId &edgeId) const override

const std::vector< std::vector< SimplexId > > *	getEdgeTriangles () override

int	getEdgeVertex (const SimplexId &edgeId, const int &localVertexId, SimplexId &vertexId) const override

AbstractTriangulation *	getData ()

SimplexId	getNumberOfCells () const override

SimplexId	getNumberOfEdges () const override

SimplexId	getNumberOfTriangles () const override

SimplexId	getNumberOfVertices () const override

int	getTetraIncenter (SimplexId tetraId, float incenter[3]) const

const std::vector< std::array< SimplexId, 3 > > *	getTriangles () override

int	getTriangleEdge (const SimplexId &triangleId, const int &localEdgeId, SimplexId &edgeId) const override

SimplexId	getTriangleEdgeNumber (const SimplexId &triangleId) const override

const std::vector< std::vector< SimplexId > > *	getTriangleEdges () override

int	getTriangleLink (const SimplexId &triangleId, const int &localLinkId, SimplexId &linkId) const override

SimplexId	getTriangleLinkNumber (const SimplexId &triangleId) const override

const std::vector< std::vector< SimplexId > > *	getTriangleLinks () override

int	getTriangleStar (const SimplexId &triangleId, const int &localStarId, SimplexId &starId) const override

SimplexId	getTriangleStarNumber (const SimplexId &triangleId) const override

const std::vector< std::vector< SimplexId > > *	getTriangleStars () override

int	getTriangleVertex (const SimplexId &triangleId, const int &localVertexId, SimplexId &vertexId) const override

Triangulation::Type	getType () const

int	getVertexEdge (const SimplexId &vertexId, const int &localEdgeId, SimplexId &edgeId) const override

SimplexId	getVertexEdgeNumber (const SimplexId &vertexId) const override

const std::vector< std::vector< SimplexId > > *	getVertexEdges () override

int	getVertexLink (const SimplexId &vertexId, const int &localLinkId, SimplexId &linkId) const override

SimplexId	getVertexLinkNumber (const SimplexId &vertexId) const override

const std::vector< std::vector< SimplexId > > *	getVertexLinks () override

int	getVertexNeighbor (const SimplexId &vertexId, const int &localNeighborId, SimplexId &neighborId) const override

SimplexId	getVertexNeighborNumber (const SimplexId &vertexId) const override

const std::vector< std::vector< SimplexId > > *	getVertexNeighbors () override

int	getVertexPoint (const SimplexId &vertexId, float &x, float &y, float &z) const override

int	getVertexStar (const SimplexId &vertexId, const int &localStarId, SimplexId &starId) const override

SimplexId	getVertexStarNumber (const SimplexId &vertexId) const override

const std::vector< std::vector< SimplexId > > *	getVertexStars () override

int	getVertexTriangle (const SimplexId &vertexId, const int &localTriangleId, SimplexId &triangleId) const override

SimplexId	getVertexTriangleNumber (const SimplexId &vertexId) const override

const std::vector< std::vector< SimplexId > > *	getVertexTriangles () override

bool	isEdgeOnBoundary (const SimplexId &edgeId) const override

bool	isEmpty () const override

bool	isManifold () const override

int	preconditionManifold () override

bool	isTriangleOnBoundary (const SimplexId &triangleId) const override

bool	isVertexOnBoundary (const SimplexId &vertexId) const override

int	preconditionBoundaryEdges () override

int	preconditionBoundaryTriangles () override

int	preconditionBoundaryVertices () override

int	preconditionCellEdges () override

int	preconditionCellNeighbors () override

int	preconditionCellTriangles () override

int	preconditionEdges () override

int	preconditionEdgeLinks () override

int	preconditionEdgeStars () override

int	preconditionEdgeTriangles () override

int	preconditionTriangles () override

int	preconditionTriangleEdges () override

int	preconditionTriangleLinks () override

int	preconditionTriangleStars () override

int	preconditionVertexEdges () override

int	getCellVTKID (const int &ttkId, int &vtkId) const override

int	preconditionVertexLinks () override

int	preconditionVertexNeighbors () override

int	preconditionVertexStars () override

int	preconditionVertexTriangles () override

int	setDebugLevel (const int &debugLevel) override
	Tune the debug level (default: 0)

int	setCacheSize (const float &ratio)

int	setInputCells (const SimplexId &cellNumber, const LongSimplexId *cellArray)

int	setStellarInputCells (const SimplexId &cellNumber, const LongSimplexId *cellArray)

int	setInputGrid (const float &xOrigin, const float &yOrigin, const float &zOrigin, const float &xSpacing, const float &ySpacing, const float &zSpacing, const SimplexId &xDim, const SimplexId &yDim, const SimplexId &zDim)

void	setPeriodicBoundaryConditions (const bool &usePeriodicBoundaries)

void	setImplicitPreconditions (const STRATEGY strategy)
	Set the input grid preconditioning strategy.

int	setInputPoints (const SimplexId &pointNumber, const void *pointSet, const bool &doublePrecision=false)

int	setStellarInputPoints (const SimplexId &pointNumber, const void pointSet, const int indexArray, const bool &doublePrecision=false)

int	setThreadNumber (const ThreadId threadNumber) override
	Tune the number of active threads (default: number of logical cores)

int	setWrapper (const Wrapper *wrapper) override

bool	hasImplicitPreconditions () const
	Returns true if the grid uses preconditions.

Public Member Functions inherited from ttk::AbstractTriangulation
	AbstractTriangulation ()

	~AbstractTriangulation () override

	AbstractTriangulation (const AbstractTriangulation &)=default

	AbstractTriangulation (AbstractTriangulation &&)=default

AbstractTriangulation &	operator= (const AbstractTriangulation &)=default

AbstractTriangulation &	operator= (AbstractTriangulation &&)=default

int	clear ()

size_t	footprint (size_t size=0) const

int	getEdgeVertexNumber (const SimplexId ttkNotUsed(edgeId)) const

virtual const std::array< SimplexId, 3 > &	getGridDimensions () const

int	getTriangleVertexNumber (const SimplexId ttkNotUsed(triangleId)) const

bool	hasPeriodicBoundaries () const
	Returns true if the grid uses period boundary conditions.

int	getEdgeIncenter (const SimplexId edgeId, float incenter[3]) const

int	getTriangleIncenter (const SimplexId triangleId, float incenter[3]) const

int	getTetraIncenter (const SimplexId tetraId, float incenter[3]) const

int	getCellIncenter (const SimplexId cellid, const int dim, float incenter[3]) const

template<class itemType >
size_t	tableTableFootprint (const vector< vector< itemType > > &table, const string &tableName, ostream &stream) const

Public Member Functions inherited from ttk::Wrapper
	Wrapper ()

	~Wrapper () override=default

virtual int	updateProgress (const float &progress)=0

Public Member Functions inherited from ttk::Debug
	Debug ()

	~Debug () override

int	printMsg (const std::string &msg, const debug::Priority &priority=debug::Priority::INFO, const debug::LineMode &lineMode=debug::LineMode::NEW, std::ostream &stream=std::cout) const

int	printMsg (const std::vector< std::string > &msgs, const debug::Priority &priority=debug::Priority::INFO, const debug::LineMode &lineMode=debug::LineMode::NEW, std::ostream &stream=std::cout) const

int	printErr (const std::string &msg, const debug::LineMode &lineMode=debug::LineMode::NEW, std::ostream &stream=std::cerr) const

int	printWrn (const std::string &msg, const debug::LineMode &lineMode=debug::LineMode::NEW, std::ostream &stream=std::cerr) const

int	printMsg (const std::string &msg, const double &progress, const double &time, const int &threads, const double &memory, const debug::LineMode &lineMode=debug::LineMode::NEW, const debug::Priority &priority=debug::Priority::PERFORMANCE, std::ostream &stream=std::cout) const

int	printMsg (const std::string &msg, const double &progress, const double &time, const debug::LineMode &lineMode=debug::LineMode::NEW, const debug::Priority &priority=debug::Priority::PERFORMANCE, std::ostream &stream=std::cout) const

int	printMsg (const std::string &msg, const double &progress, const double &time, const int &threads, const debug::LineMode &lineMode=debug::LineMode::NEW, const debug::Priority &priority=debug::Priority::PERFORMANCE, std::ostream &stream=std::cout) const

int	printMsg (const std::string &msg, const double &progress, const debug::LineMode &lineMode=debug::LineMode::NEW, const debug::Priority &priority=debug::Priority::PERFORMANCE, std::ostream &stream=std::cout) const

int	printMsg (const std::string &msg, const double &progress, const debug::Priority &priority, const debug::LineMode &lineMode=debug::LineMode::NEW, std::ostream &stream=std::cout) const

int	printMsg (const std::vector< std::vector< std::string > > &rows, const debug::Priority &priority=debug::Priority::INFO, const bool hasHeader=true, const debug::LineMode &lineMode=debug::LineMode::NEW, std::ostream &stream=std::cout) const

int	printMsg (const debug::Separator &separator, const debug::LineMode &lineMode=debug::LineMode::NEW, const debug::Priority &priority=debug::Priority::INFO, std::ostream &stream=std::cout) const

int	printMsg (const debug::Separator &separator, const debug::Priority &priority, const debug::LineMode &lineMode=debug::LineMode::NEW, std::ostream &stream=std::cout) const

int	printMsg (const std::string &msg, const debug::Separator &separator, const debug::LineMode &lineMode=debug::LineMode::NEW, const debug::Priority &priority=debug::Priority::INFO, std::ostream &stream=std::cout) const

void	setDebugMsgPrefix (const std::string &prefix)

Public Member Functions inherited from ttk::BaseClass
	BaseClass ()

virtual	~BaseClass ()=default

int	getThreadNumber () const

Protected Member Functions
bool	isEmptyCheck () const

bool	processImplicitStrategy (const STRATEGY strategy=STRATEGY::DEFAULT) const
	Should we precondition the implicit/periodic triangulations?

void	switchGrid (const bool usePeriodic, const bool usePreconditions)
	Switch regular grid triangulation type.

Protected Member Functions inherited from ttk::AbstractTriangulation
virtual int	getCellEdgeInternal (const SimplexId &ttkNotUsed(cellId), const int &ttkNotUsed(localEdgeId), SimplexId &ttkNotUsed(edgeId)) const

virtual SimplexId	getCellEdgeNumberInternal (const SimplexId &ttkNotUsed(cellId)) const

virtual const std::vector< std::vector< SimplexId > > *	getCellEdgesInternal ()

virtual int	getCellNeighborInternal (const SimplexId &ttkNotUsed(cellId), const int &ttkNotUsed(localNeighborId), SimplexId &ttkNotUsed(neighborId)) const

virtual SimplexId	getCellNeighborNumberInternal (const SimplexId &ttkNotUsed(cellId)) const

virtual const std::vector< std::vector< SimplexId > > *	getCellNeighborsInternal ()

virtual int	getCellTriangleInternal (const SimplexId &ttkNotUsed(cellId), const int &ttkNotUsed(localTriangleId), SimplexId &ttkNotUsed(triangleId)) const

virtual SimplexId	getCellTriangleNumberInternal (const SimplexId &ttkNotUsed(cellId)) const

virtual const std::vector< std::vector< SimplexId > > *	getCellTrianglesInternal ()

virtual int	getCellVertexInternal (const SimplexId &ttkNotUsed(cellId), const int &ttkNotUsed(localVertexId), SimplexId &ttkNotUsed(vertexId)) const

virtual SimplexId	getCellVertexNumberInternal (const SimplexId &ttkNotUsed(cellId)) const

virtual int	getDimensionalityInternal () const

virtual const std::vector< std::array< SimplexId, 2 > > *	getEdgesInternal ()

virtual int	getEdgeLinkInternal (const SimplexId &ttkNotUsed(edgeId), const int &ttkNotUsed(localLinkId), SimplexId &ttkNotUsed(linkId)) const

virtual SimplexId	getEdgeLinkNumberInternal (const SimplexId &ttkNotUsed(edgeId)) const

virtual const std::vector< std::vector< SimplexId > > *	getEdgeLinksInternal ()

virtual int	getEdgeStarInternal (const SimplexId &ttkNotUsed(edgeId), const int &ttkNotUsed(localStarId), SimplexId &ttkNotUsed(starId)) const

virtual SimplexId	getEdgeStarNumberInternal (const SimplexId &ttkNotUsed(edgeId)) const

virtual const std::vector< std::vector< SimplexId > > *	getEdgeStarsInternal ()

virtual int	getEdgeTriangleInternal (const SimplexId &ttkNotUsed(edgeId), const int &ttkNotUsed(localTriangleId), SimplexId &ttkNotUsed(triangleId)) const

virtual SimplexId	getEdgeTriangleNumberInternal (const SimplexId &ttkNotUsed(edgeId)) const

virtual const std::vector< std::vector< SimplexId > > *	getEdgeTrianglesInternal ()

virtual int	getEdgeVertexInternal (const SimplexId &ttkNotUsed(edgeId), const int &ttkNotUsed(localVertexId), SimplexId &ttkNotUsed(vertexId)) const

virtual SimplexId	getNumberOfCellsInternal () const

virtual SimplexId	getNumberOfEdgesInternal () const

virtual SimplexId	getNumberOfTrianglesInternal () const

virtual SimplexId	getNumberOfVerticesInternal () const

virtual const std::vector< std::array< SimplexId, 3 > > *	getTrianglesInternal ()

virtual int	getTriangleEdgeInternal (const SimplexId &ttkNotUsed(triangleId), const int &ttkNotUsed(localEdgeId), SimplexId &ttkNotUsed(edgeId)) const

virtual SimplexId	getTriangleEdgeNumberInternal (const SimplexId &ttkNotUsed(triangleId)) const

virtual const std::vector< std::vector< SimplexId > > *	getTriangleEdgesInternal ()

virtual int	getTriangleLinkInternal (const SimplexId &ttkNotUsed(triangleId), const int &ttkNotUsed(localLinkId), SimplexId &ttkNotUsed(linkId)) const

virtual SimplexId	getTriangleLinkNumberInternal (const SimplexId &ttkNotUsed(triangleId)) const

virtual const std::vector< std::vector< SimplexId > > *	getTriangleLinksInternal ()

virtual int	getTriangleStarInternal (const SimplexId &ttkNotUsed(triangleId), const int &ttkNotUsed(localStarId), SimplexId &ttkNotUsed(starId)) const

virtual SimplexId	getTriangleStarNumberInternal (const SimplexId &ttkNotUsed(triangleId)) const

virtual const std::vector< std::vector< SimplexId > > *	getTriangleStarsInternal ()

virtual int	getTriangleVertexInternal (const SimplexId &ttkNotUsed(triangleId), const int &ttkNotUsed(localVertexId), SimplexId &ttkNotUsed(vertexId)) const

virtual int	getVertexEdgeInternal (const SimplexId &ttkNotUsed(vertexId), const int &ttkNotUsed(localEdgeId), SimplexId &ttkNotUsed(edgeId)) const

virtual SimplexId	getVertexEdgeNumberInternal (const SimplexId &ttkNotUsed(vertexId)) const

virtual const std::vector< std::vector< SimplexId > > *	getVertexEdgesInternal ()

virtual int	getVertexLinkInternal (const SimplexId &ttkNotUsed(vertexId), const int &ttkNotUsed(localLinkId), SimplexId &ttkNotUsed(linkId)) const

virtual SimplexId	getVertexLinkNumberInternal (const SimplexId &ttkNotUsed(vertexId)) const

virtual const std::vector< std::vector< SimplexId > > *	getVertexLinksInternal ()

virtual int	getVertexNeighborInternal (const SimplexId &ttkNotUsed(vertexId), const int &ttkNotUsed(localNeighborId), SimplexId &ttkNotUsed(neighborId)) const

virtual SimplexId	getVertexNeighborNumberInternal (const SimplexId &ttkNotUsed(vertexId)) const

virtual const std::vector< std::vector< SimplexId > > *	getVertexNeighborsInternal ()

virtual int	getVertexPointInternal (const SimplexId &ttkNotUsed(vertexId), float &ttkNotUsed(x), float &ttkNotUsed(y), float &ttkNotUsed(z)) const

virtual int	getVertexStarInternal (const SimplexId &ttkNotUsed(vertexId), const int &ttkNotUsed(localStarId), SimplexId &ttkNotUsed(starId)) const

virtual SimplexId	getVertexStarNumberInternal (const SimplexId &ttkNotUsed(vertexId)) const

virtual const std::vector< std::vector< SimplexId > > *	getVertexStarsInternal ()

virtual int	getVertexTriangleInternal (const SimplexId &ttkNotUsed(vertexId), const int &ttkNotUsed(localTriangleId), SimplexId &ttkNotUsed(triangleId)) const

virtual SimplexId	getVertexTriangleNumberInternal (const SimplexId &ttkNotUsed(vertexId)) const

virtual const std::vector< std::vector< SimplexId > > *	getVertexTrianglesInternal ()

virtual bool	isEdgeOnBoundaryInternal (const SimplexId &ttkNotUsed(edgeId)) const

virtual bool	isTriangleOnBoundaryInternal (const SimplexId &ttkNotUsed(triangleId)) const

virtual bool	isVertexOnBoundaryInternal (const SimplexId &ttkNotUsed(vertexId)) const

bool	hasPreconditionedBoundaryEdges () const

bool	hasPreconditionedBoundaryTriangles () const

bool	hasPreconditionedBoundaryVertices () const

bool	hasPreconditionedCellEdges () const

bool	hasPreconditionedCellNeighbors () const

bool	hasPreconditionedCellTriangles () const

bool	hasPreconditionedEdgeLinks () const

bool	hasPreconditionedEdgeStars () const

bool	hasPreconditionedEdgeTriangles () const

bool	hasPreconditionedEdges () const

bool	hasPreconditionedTriangles () const

bool	hasPreconditionedTriangleEdges () const

bool	hasPreconditionedTriangleLinks () const

bool	hasPreconditionedTriangleStars () const

bool	hasPreconditionedVertexEdges () const

bool	hasPreconditionedVertexLinks () const

bool	hasPreconditionedVertexNeighbors () const

bool	hasPreconditionedVertexStars () const

bool	hasPreconditionedVertexTriangles () const

bool	hasPreconditionedManifold () const

bool	needsToAbort () override

virtual int	preconditionBoundaryEdgesInternal ()

virtual int	preconditionBoundaryTrianglesInternal ()

virtual int	preconditionBoundaryVerticesInternal ()

virtual int	preconditionCellEdgesInternal ()

virtual int	preconditionCellNeighborsInternal ()

virtual int	preconditionCellTrianglesInternal ()

virtual int	preconditionEdgesInternal ()

virtual int	preconditionEdgeLinksInternal ()

virtual int	preconditionEdgeStarsInternal ()

virtual int	preconditionEdgeTrianglesInternal ()

virtual int	preconditionTrianglesInternal ()

virtual int	preconditionTriangleEdgesInternal ()

virtual int	preconditionTriangleLinksInternal ()

virtual int	preconditionTriangleStarsInternal ()

virtual int	preconditionVertexEdgesInternal ()

virtual int	preconditionVertexLinksInternal ()

virtual int	preconditionVertexNeighborsInternal ()

virtual int	preconditionVertexStarsInternal ()

virtual int	preconditionVertexTrianglesInternal ()

virtual int	preconditionManifoldInternal ()

virtual int	getCellVTKIDInternal (const int &ttkId, int &vtkId) const

template<class itemType >
size_t	tableFootprint (const std::vector< itemType > &table, const std::string &tableName="", std::ostream &stream=std::cout) const

template<class itemType >
size_t	tableTableFootprint (const std::vector< std::vector< itemType > > &table, const std::string &tableName="", std::ostream &stream=std::cout) const

int	updateProgress (const float &ttkNotUsed(progress)) override

gradientCacheType *	getGradientCacheHandler () const

Protected Member Functions inherited from ttk::Debug
int	printMsgInternal (const std::string &msg, const std::string &right, const std::string &filler, const debug::Priority &priority=debug::Priority::INFO, const debug::LineMode &lineMode=debug::LineMode::NEW, std::ostream &stream=std::cout) const

int	printMsgInternal (const std::string &msg, const debug::Priority &priority, const debug::LineMode &lineMode, std::ostream &stream=std::cout) const

int	welcomeMsg (std::ostream &stream)

Protected Attributes
AbstractTriangulation *	abstractTriangulation_

ExplicitTriangulation	explicitTriangulation_

ImplicitNoPreconditions	implicitTriangulation_

ImplicitWithPreconditions	implicitPreconditionsTriangulation_

PeriodicNoPreconditions	periodicImplicitTriangulation_

PeriodicWithPreconditions	periodicPreconditionsTriangulation_

CompactTriangulation	compactTriangulation_

Protected Attributes inherited from ttk::AbstractTriangulation
bool	hasPeriodicBoundaries_

bool	hasPreconditionedBoundaryEdges_

bool	hasPreconditionedBoundaryTriangles_

bool	hasPreconditionedBoundaryVertices_

bool	hasPreconditionedCellEdges_

bool	hasPreconditionedCellNeighbors_

bool	hasPreconditionedCellTriangles_

bool	hasPreconditionedEdges_

bool	hasPreconditionedEdgeLinks_

bool	hasPreconditionedEdgeStars_

bool	hasPreconditionedEdgeTriangles_

bool	hasPreconditionedTriangles_

bool	hasPreconditionedTriangleEdges_

bool	hasPreconditionedTriangleLinks_

bool	hasPreconditionedTriangleStars_

bool	hasPreconditionedVertexEdges_

bool	hasPreconditionedVertexLinks_

bool	hasPreconditionedVertexNeighbors_

bool	hasPreconditionedVertexStars_

bool	hasPreconditionedVertexTriangles_

bool	hasPreconditionedManifold_

bool	isManifold_ {true}

std::array< SimplexId, 3 >	gridDimensions_

std::vector< bool >	boundaryEdges_

std::vector< bool >	boundaryTriangles_

std::vector< bool >	boundaryVertices_

std::vector< std::array< SimplexId, 6 > >	tetraEdgeList_

std::vector< std::vector< SimplexId > >	cellNeighborList_

std::vector< std::array< SimplexId, 4 > >	tetraTriangleList_

std::vector< std::vector< SimplexId > >	edgeLinkList_

std::vector< std::array< SimplexId, 2 > >	edgeList_

std::vector< std::vector< SimplexId > >	edgeStarList_

std::vector< std::vector< SimplexId > >	edgeTriangleList_

std::vector< std::array< SimplexId, 3 > >	triangleList_

std::vector< std::array< SimplexId, 3 > >	triangleEdgeList_

std::vector< std::vector< SimplexId > >	triangleLinkList_

std::vector< std::vector< SimplexId > >	triangleStarList_

std::vector< std::vector< SimplexId > >	vertexEdgeList_

std::vector< std::vector< SimplexId > >	vertexLinkList_

std::vector< std::vector< SimplexId > >	vertexNeighborList_

std::vector< std::vector< SimplexId > >	vertexStarList_

std::vector< std::vector< SimplexId > >	vertexTriangleList_

std::vector< std::vector< SimplexId > >	cellEdgeVector_ {}

std::vector< std::vector< SimplexId > >	cellTriangleVector_ {}

std::vector< std::vector< SimplexId > >	triangleEdgeVector_ {}

gradientCacheType	gradientCache_ {}

Protected Attributes inherited from ttk::Wrapper
float	processingProgress_

Protected Attributes inherited from ttk::Debug
int	debugLevel_

std::string	debugMsgPrefix_

std::string	debugMsgNamePrefix_

Protected Attributes inherited from ttk::BaseClass
bool	lastObject_

int	threadNumber_

Wrapper *	wrapper_

Additional Inherited Members
Protected Types inherited from ttk::AbstractTriangulation
using	gradIdType = SimplexId

using	gradientType = std::array< std::vector< gradIdType >, 6 >
	Discrete gradient internal struct.

using	gradientKeyType = std::pair< const void *, size_t >
	Key type for gradientCacheType.

using	gradientCacheType = LRUCache< gradientKeyType, gradientType >

Static Protected Attributes inherited from ttk::Debug
static COMMON_EXPORTS debug::LineMode	lastLineMode = ttk::debug::LineMode::NEW

Detailed Description

Triangulation is a class that provides time and memory efficient traversal methods on triangulations of piecewise linear manifolds. It provides the following features:

Author: Julien Tierny julie.nosp@m.n.ti.nosp@m.erny@.nosp@m.lip6.nosp@m..fr

Date: January 2016.

Given a vertex, it provides: the list of edges that are connected to it, the list of its neighbors, its link, its star, etc.
1. Given an edge, it provides: its vertices, its star, etc.
2. Given a triangle, its provides: its vertices, its edges, etc.
3. Given a tetrahedron, its provides: its vertices, its edges, its neighbor tetrahedra, etc.
4. Given a triangulation, it provides: its list of vertices, edges, triangles and tetrahedra.

Triangulation supports both explicit and implicit triangulations:

Explicit triangulations: Given a list of points and a list of cells, Triangulation provides time efficient accesses (requiring adequate preconditioning, see the documentation furtherdown).
Implicit triangulations: Given a regular grid (origin, spacings and dimensions), Triangulation will perform an implicit triangulation of the grid, enabling both time and memory efficient traversals of triangulations of regular grids.

Apart from preconditions, Triangulation requires no memory overhead in addition to the input data.

Note: Only precondition the information you need! See the documentation further down.

See also: ttkTriangulation

Definition at line 48 of file Triangulation.h.

Member Enumeration Documentation

◆ STRATEGY

enum class ttk::Triangulation::STRATEGY

strong

Strategies for implicit & periodic triangulations preconditioning

Enumerator
DEFAULT	No preconditions above a number of vertices threshold (given by TTK_IMPLICIT_PRECONDITIONS_THRESHOLD, default to 256^3)
WITH_PRECONDITIONS	Always precondition implicit & periodic triangulations
NO_PRECONDITIONS	Never precondition implicit & periodic triangulations

Definition at line 70 of file Triangulation.h.

◆ Type

enum class ttk::Triangulation::Type

strong

Enumerator
EXPLICIT
IMPLICIT
HYBRID_IMPLICIT
PERIODIC
HYBRID_PERIODIC
COMPACT

Definition at line 58 of file Triangulation.h.

Constructor & Destructor Documentation

◆ Triangulation() [1/3]

Triangulation::Triangulation ( )

Definition at line 6 of file Triangulation.cpp.

◆ Triangulation() [2/3]

Triangulation::Triangulation ( const Triangulation & rhs )

Definition at line 12 of file Triangulation.cpp.

◆ Triangulation() [3/3]

Triangulation::Triangulation ( Triangulation && rhs )

noexcept

Definition at line 44 of file Triangulation.cpp.

◆ ~Triangulation()

Triangulation::~Triangulation ( )

overridedefault

Member Function Documentation

◆ clear()

int ttk::Triangulation::clear ( )

inline

Reset the triangulation data-structures.

Returns: Returns 0 upon success, negative values otherwise.

Definition at line 83 of file Triangulation.h.

◆ footprint()

size_t ttk::Triangulation::footprint ( ) const

inline

Computes and displays the memory footprint of the data-structure.

Returns: Returns 0 upon success, negative values otherwise.

Definition at line 94 of file Triangulation.h.

◆ getCellEdge()

int ttk::Triangulation::getCellEdge	(	const SimplexId &	cellId,
		const int &	localEdgeId,
		SimplexId &	edgeId
	)		const

inlineoverridevirtual

Get the localEdgeId-th edge of the cellId-th cell.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

In 1D, this function is equivalent to getCellNeighbor().

Precondition: For this function to behave correctly, preconditionCellEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

cellId	Input global cell identifier.
localEdgeId	Input local edge identifier, in [0, getCellEdgeNumber()].
edgeId	Output global edge identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getCellEdgeNumber(); getCellNeighbor()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 124 of file Triangulation.h.

◆ getCellEdgeNumber()

SimplexId ttk::Triangulation::getCellEdgeNumber ( const SimplexId & cellId ) const

inlineoverridevirtual

Get the number of edges for the cellId-th cell.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

In 1D, this function is equivalent to getCellNeighborNumber().

Precondition: For this function to behave correctly, preconditionCellEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

cellId Input global cell identifier.

Returns: Returns the number of cell edges.

See also: getCellNeighborNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 155 of file Triangulation.h.

◆ getCellEdges()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getCellEdges ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of edges for all cells.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

The number of entries in this list is equal to the number of cells. Each entry is a std::vector of identifiers whose size is equal to the number of edges for the corresponding cell.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

In 1D, this function is equivalent to getCellNeighbors().

Precondition: For this function to behave correctly, preconditionCellEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the cell edge list.

See also: getCellNeighbors()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 191 of file Triangulation.h.

◆ getCellIncenter()

int ttk::Triangulation::getCellIncenter	(	SimplexId	cellId,
		int	dim,
		float	incenter[3]
	)		const

inline

Definition at line 200 of file Triangulation.h.

◆ getCellNeighbor()

int ttk::Triangulation::getCellNeighbor	(	const SimplexId &	cellId,
		const int &	localNeighborId,
		SimplexId &	neighborId
	)		const

inlineoverridevirtual

Get the localNeighborId-th cell neighbor of the cellId-th cell.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

Precondition: For this function to behave correctly, preconditionCellNeighbors() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

cellId	Input global cell identifier.
localNeighborId	Input local neighbor identifier, in [0, getCellNeighborNumber()].
neighborId	Output global neighbor cell identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getCellNeighborNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 227 of file Triangulation.h.

◆ getCellNeighborNumber()

SimplexId ttk::Triangulation::getCellNeighborNumber ( const SimplexId & cellId ) const

inlineoverridevirtual

Get the number of cell neighbors for the cellId-th cell.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

Precondition: For this function to behave correctly, preconditionCellNeighbors() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

cellId Input global cell identifier.

Returns: Returns the number of cell neighbors.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 256 of file Triangulation.h.

◆ getCellNeighbors()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getCellNeighbors ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of cell neighbors for all cells.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

The number of entries in this list is equal to the number of cells. Each entry is a std::vector of identifiers whose size is equal to the number of neighbor cells for the corresponding cell.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

Precondition: For this function to behave correctly, preconditionCellNeighbors() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the cell neighbor list.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 291 of file Triangulation.h.

◆ getCellTriangle()

int ttk::Triangulation::getCellTriangle	(	const SimplexId &	cellId,
		const int &	localTriangleId,
		SimplexId &	triangleId
	)		const

inlineoverridevirtual

Get the localTriangleId-th triangle id of the cellId-th cell.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

In 2D, this function is equivalent to getCellNeighbor().

Precondition: For this function to behave correctly, preconditionCellTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

cellId	Input global cell identifier.
localTriangleId	Input local triangle identifier, in [0, getCellTriangleNumber()].
triangleId	Output global triangle identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getCellTriangleNumber(); getCellNeighbor()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 321 of file Triangulation.h.

◆ getCellTriangleNumber()

SimplexId ttk::Triangulation::getCellTriangleNumber ( const SimplexId & cellId ) const

inlineoverridevirtual

Get the number of triangles for the cellId-th cell.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

In 2D, this function is equivalent to getCellNeighborNumber().

Precondition: For this function to behave correctly, preconditionCellTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

cellId Input global cell identifier.

Returns: Returns the number of cell triangles.

See also: getCellNeighborNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 354 of file Triangulation.h.

◆ getCellTriangles()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getCellTriangles ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of triangles for all cells.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

Also, the notion of triangle only makes sense if the triangulation has a dimension greater than 2 (otherwise, use the cell information).

The number of entries in this list is equal to the number of cells. Each entry is a std::vector of identifiers whose size is equal to the number of triangles for the corresponding cell.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

In 2D, this function is equivalent to getCellNeighbors().

Precondition: For this function to behave correctly, preconditionCellTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the cell triangle list.

See also: getCellNeighbors()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 394 of file Triangulation.h.

◆ getCellVertex()

int ttk::Triangulation::getCellVertex	(	const SimplexId &	cellId,
		const int &	localVertexId,
		SimplexId &	vertexId
	)		const

inlineoverridevirtual

Get the localVertexId-th vertex identifier of the cellId-th cell.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

Parameters

cellId	Input global cell identifier.
localVertexId	Input local vertex identifier, in [0, getCellVertexNumber()].
vertexId	Output global vertex identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getCellVertexNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 413 of file Triangulation.h.

◆ getCellVertexNumber()

SimplexId ttk::Triangulation::getCellVertexNumber ( const SimplexId & cellId ) const

inlineoverridevirtual

Get the number of vertices in a cell.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

Parameters

cellId Input global cell identifier.

Returns: Number of vertices in the cell.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 436 of file Triangulation.h.

◆ getCellVTKID()

int ttk::Triangulation::getCellVTKID	(	const int &	ttkId,
		int &	vtkId
	)		const

inlineoverridevirtual

Precondition: Get the VTK id of a cell using the TTK id of a cell. For implicit triangulations, VTK cells are squares or cubes, whereas TTK cells are triangles and tetrahedron. For other triangulations, the TTK and VTK cells coincide.

Parameters

ttkId	TTK cell id
vtkId	Output VTK cell id

Returns: Returns 0 upon success, negative values otherwise.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2425 of file Triangulation.h.

◆ getData()

AbstractTriangulation * ttk::Triangulation::getData ( )

inline

Get the internal abstract triangulation object.

Returns: Returns a pointer to the internal abstract triangulation object.

Definition at line 832 of file Triangulation.h.

◆ getDimensionality()

int ttk::Triangulation::getDimensionality ( ) const

inlineoverridevirtual

Get the dimensionality of the triangulation (this value is equal to the dimension of the simplex with largest dimensionality).

Returns: Returns the dimensionality of the triangulation.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 448 of file Triangulation.h.

◆ getEdgeIncenter()

int ttk::Triangulation::getEdgeIncenter	(	SimplexId	edgeId,
		float	incenter[3]
	)		const

inline

Compute the barycenter of the points of the given edge identifier.

Precondition: For this function to behave correctly, preconditionEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Parameters

edgeId	Input global edge identifier.
incenter	Output barycenter.

Returns: Returns 0 upon success, negative values otherwise.

See also: getTriangleIncenter(); getCellIncenter()

Definition at line 499 of file Triangulation.h.

◆ getEdgeLink()

int ttk::Triangulation::getEdgeLink	(	const SimplexId &	edgeId,
		const int &	localLinkId,
		SimplexId &	linkId
	)		const

inlineoverridevirtual

Get the localLinkId-th simplex of the link of the edgeId-th edge.

The output linkId refers in 2D to a vertex identifier and in 3D to an edge identifier. It returns a negative value in 1D.

Precondition: For this function to behave correctly, preconditionEdgeLinks() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

edgeId	Input global edge identifier.
localLinkId	Input local link simplex identifier, in [0, getEdgeLinkNumber()].
linkId	Output link simplex identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getEdgeLinkNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 546 of file Triangulation.h.

◆ getEdgeLinkNumber()

SimplexId ttk::Triangulation::getEdgeLinkNumber ( const SimplexId & edgeId ) const

inlineoverridevirtual

Get the number of simplicies in the link of the edgeId-th edge.

In 2D, this will return the number of vertices in the link, in 3D the number of edges. It returns a negative value in 1D.

Precondition: For this function to behave correctly, preconditionEdgeLinks() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

edgeId Input global edge identifier.

Returns: Returns the number of cells in the link of the edge.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 573 of file Triangulation.h.

◆ getEdgeLinks()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getEdgeLinks ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of link simplices for all edges.

The number of entries in this list is equal to the number of edges. Each entry is a std::vector of identifiers representing vertices in 2D and edges in 3D. It returns NULL in 1D.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

Precondition: For this function to behave correctly, preconditionEdgeLinks() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the edge link list.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 604 of file Triangulation.h.

◆ getEdges()

const std::vector< std::array< SimplexId, 2 > > * ttk::Triangulation::getEdges ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of edges of the triangulation.

Here the notion of edge only makes sense if the triangulation has a dimension greater than 1 (otherwise, use the cell information).

The number of entries in this list is equal to the number of edges. Each entry is a std::pair of vertex identifiers.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

Precondition: For this function to behave correctly, preconditionEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the edge list.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 480 of file Triangulation.h.

◆ getEdgeStar()

int ttk::Triangulation::getEdgeStar	(	const SimplexId &	edgeId,
		const int &	localStarId,
		SimplexId &	starId
	)		const

inlineoverridevirtual

Get the localStarId-th cell of the star of the edgeId-th edge.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

Also, the notion of edge only makes sense if the triangulation has a dimension greater than 1 (otherwise, use the cell information).

Precondition: For this function to behave correctly, preconditionEdgeStars() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

edgeId	Input global edge identifier.
localStarId	Input local star cell identifier, in [0, getEdgeStarNumber()].
starId	Output global star cell identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getEdgeStarNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 634 of file Triangulation.h.

◆ getEdgeStarNumber()

SimplexId ttk::Triangulation::getEdgeStarNumber ( const SimplexId & edgeId ) const

inlineoverridevirtual

Get the number of star cells for the edgeId-th edge.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

Also, the notion of edge only makes sense if the triangulation has a dimension greater than 1 (otherwise, use the cell information).

Precondition: For this function to behave correctly, preconditionEdgeStars() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

edgeId Input global edge identifier

Returns: Returns the number of star cells.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 664 of file Triangulation.h.

◆ getEdgeStars()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getEdgeStars ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of star cell identifiers for all edges.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

Also, the notion of edge only makes sense if the triangulation has a dimension greater than 1 (otherwise, use the cell information).

The number of entries in this list is equal to the number of edges. Each entry is a std::vector of identifiers whose size is equal to the number of star cells for the corresponding edge.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

Precondition: For this function to behave correctly, preconditionEdgeStars() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the edge star list.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 700 of file Triangulation.h.

◆ getEdgeTriangle()

int ttk::Triangulation::getEdgeTriangle	(	const SimplexId &	edgeId,
		const int &	localTriangleId,
		SimplexId &	triangleId
	)		const

inlineoverridevirtual

Get the localTriangleId-th triangle id of the edgeId-th edge.

In 2D, this function is equivalent to getEdgeStar().

Precondition: For this function to behave correctly, preconditionEdgeTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

edgeId	Input global edge identifier.
localTriangleId	Input local triangle identifier, in [0, getEdgeTriangleNumber()].
triangleId	Output global triangle identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getEdgeTriangleNumber(); getEdgeStar()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 727 of file Triangulation.h.

◆ getEdgeTriangleNumber()

SimplexId ttk::Triangulation::getEdgeTriangleNumber ( const SimplexId & edgeId ) const

inlineoverridevirtual

Get the number of triangles for the edgeId-th edge.

In 2D, this function is equivalent to getEdgeStarNumber().

Precondition: For this function to behave correctly, preconditionEdgeTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

edgeId Input global edge identifier.

Returns: Returns the number of edge triangles.

See also: getEdgeStarNumber

Reimplemented from ttk::AbstractTriangulation.

Definition at line 757 of file Triangulation.h.

◆ getEdgeTriangles()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getEdgeTriangles ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of triangles for all edges.

The number of entries in this list is equal to the number of edges. Each entry is a std::vector of identifiers whose size is equal to the number of triangles for the corresponding edge.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

In 2D, this function is equivalent to getEdgeStars().

Precondition: For this function to behave correctly, preconditionEdgeTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the edge triangle list.

See also: getEdgeStars

Reimplemented from ttk::AbstractTriangulation.

Definition at line 791 of file Triangulation.h.

◆ getEdgeVertex()

int ttk::Triangulation::getEdgeVertex	(	const SimplexId &	edgeId,
		const int &	localVertexId,
		SimplexId &	vertexId
	)		const

inlineoverridevirtual

Get the localVertexId-th vertex identifier of the edgeId-th edge.

In 1D, this function is equivalent to getCellVertex().

Precondition: For this function to behave correctly, preconditionEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

edgeId	Input global edge identifier.
localVertexId	Input local vertex identifier (0 or 1).
vertexId	Output global vertex identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getCellVertex()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 816 of file Triangulation.h.

◆ getNumberOfCells()

SimplexId ttk::Triangulation::getNumberOfCells ( ) const

inlineoverridevirtual

Get the number of cells in the triangulation.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

Returns: Returns the number of cells.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 841 of file Triangulation.h.

◆ getNumberOfEdges()

SimplexId ttk::Triangulation::getNumberOfEdges ( ) const

inlineoverridevirtual

Get the number of edges in the triangulation.

In 1D, this function is equivalent to getNumberOfCells().

Precondition: For this function to behave correctly, preconditionEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns the number of edges.

See also: getNumberOfCells()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 864 of file Triangulation.h.

◆ getNumberOfTriangles()

SimplexId ttk::Triangulation::getNumberOfTriangles ( ) const

inlineoverridevirtual

Get the number of triangles in the triangulation.

In 2D, this function is equivalent to getNumberOfCells().

Precondition: For this function to behave correctly, preconditionTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns the number of triangles.

See also: getNumberOfCells()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 885 of file Triangulation.h.

◆ getNumberOfVertices()

SimplexId ttk::Triangulation::getNumberOfVertices ( ) const

inlineoverridevirtual

Get the number of vertices in the triangulation.

Returns: Returns the number of vertices.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 896 of file Triangulation.h.

◆ getTetraIncenter()

int ttk::Triangulation::getTetraIncenter	(	SimplexId	tetraId,
		float	incenter[3]
	)		const

inline

Compute the barycenter of the points of the given tet identifier.

Parameters

tetraId	Input global tet identifier.
incenter	Output barycenter.

Returns: Returns 0 upon success, negative values otherwise.

See also: getTriangleIncenter(); getEdgeIncenter()

Definition at line 911 of file Triangulation.h.

◆ getTriangleEdge()

int ttk::Triangulation::getTriangleEdge	(	const SimplexId &	triangleId,
		const int &	localEdgeId,
		SimplexId &	edgeId
	)		const

inlineoverridevirtual

Get the localEdgeId-th edge of the triangleId-th triangle.

In 2D, this function is equivalent to getCellEdge().

Precondition: For this function to behave correctly, preconditionTriangleEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

triangleId	Input global triangle identifier.
localEdgeId	Input local edge identifier, in [0, getTriangleEdgeNumber()].
edgeId	Output global edge identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getTriangleEdgeNumber(); getCellEdge()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 970 of file Triangulation.h.

◆ getTriangleEdgeNumber()

SimplexId ttk::Triangulation::getTriangleEdgeNumber ( const SimplexId & triangleId ) const

inlineoverridevirtual

Get the number of edges of the triangleId-th triangle.

In 2D, this function is equivalent to getCellEdgeNumber().

Precondition: For this function to behave correctly, preconditionTriangleEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

triangleId Input global triangle identifier.

Returns: Returns the number of cells in the link of the triangle.

See also: getCellEdgeNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 999 of file Triangulation.h.

◆ getTriangleEdges()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getTriangleEdges ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of edges for all triangles.

The number of entries in this list is equal to the number of triangles. Each entry is a std::vector of identifiers representing the edges connected to the triangle (3).

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

In 2D, this function is equivalent to getCellEdges().

Precondition: For this function to behave correctly, preconditionTriangleEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the triangle edge list.

See also: getCellEdges()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1033 of file Triangulation.h.

◆ getTriangleIncenter()

int ttk::Triangulation::getTriangleIncenter	(	SimplexId	triangleId,
		float	incenter[3]
	)		const

inline

Compute the barycenter of the points of the given triangle identifier.

Precondition: For this function to behave correctly, preconditionTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Parameters

triangleId	Input global triangle identifier.
incenter	Output barycenter.

Returns: Returns 0 upon success, negative values otherwise.

See also: getEdgeIncenter(); getCellIncenter()

Definition at line 518 of file Triangulation.h.

◆ getTriangleLink()

int ttk::Triangulation::getTriangleLink	(	const SimplexId &	triangleId,
		const int &	localLinkId,
		SimplexId &	linkId
	)		const

inlineoverridevirtual

Get the localLinkId-th simplex of the link of the triangleId-th triangle.

The notion of triangle link only makes sense in 3D, where the output linkId refers to a vertex identifier.

Precondition: For this function to behave correctly, preconditionTriangleLinks() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

triangleId	Input global triangle identifier.
localLinkId	Input local link simplex identifier, in [0, getTriangleLinkNumber()].
linkId	Output link simplex identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getTriangleLinkNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1060 of file Triangulation.h.

◆ getTriangleLinkNumber()

SimplexId ttk::Triangulation::getTriangleLinkNumber ( const SimplexId & triangleId ) const

inlineoverridevirtual

Get the number of simplices in the link of the triangleId-th triangle.

The notion of triangle link only makes sense in 3D, where the number of vertices in the link will be returned.

Precondition: For this function to behave correctly, preconditionTriangleLinks() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

triangleId Input global triangle identifier.

Returns: Returns the number of simplices in the link of the triangle.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1090 of file Triangulation.h.

◆ getTriangleLinks()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getTriangleLinks ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of link simplices for all triangles.

The number of entries in this list is equal to the number of triangles. Each entry is a std::vector of identifiers representing a vertex.

The notion of triangle link only makes sense in 3D.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

Precondition: For this function to behave correctly, preconditionTriangleLinks() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the triangle link list.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1123 of file Triangulation.h.

◆ getTriangles()

const std::vector< std::array< SimplexId, 3 > > * ttk::Triangulation::getTriangles ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of triangles of the triangulation.

Here the notion of triangle only makes sense if the triangulation has a dimension greater than 2 (otherwise, use the cell information).

The number of entries in this list is equal to the number of triangles. Each entry is a std::vector of vertex identifiers.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

Precondition: For this function to behave correctly, preconditionTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the triangle list.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 944 of file Triangulation.h.

◆ getTriangleStar()

int ttk::Triangulation::getTriangleStar	(	const SimplexId &	triangleId,
		const int &	localStarId,
		SimplexId &	starId
	)		const

inlineoverridevirtual

Get the localStarId-th cell of the star of the triangleId-th triangle.

The notion of triangle star only makes sense in 3D, where the output starId refers to a tetrahedron identifier.

Precondition: For this function to behave correctly, preconditionTriangleStars() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

triangleId	Input global triangle identifier.
localStarId	Input local star cell identifier, in [0, getTriangleStarNumber()].
starId	Output global star cell identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getTriangleStarNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1151 of file Triangulation.h.

◆ getTriangleStarNumber()

SimplexId ttk::Triangulation::getTriangleStarNumber ( const SimplexId & triangleId ) const

inlineoverridevirtual

Get the number of star cells for the triangleId-th triangle.

The notion of triangle star only makes sense in 3D, where the number of tetrahedra in the star will be returned.

Precondition: For this function to behave correctly, preconditionTriangleStars() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

triangleId Input global triangle identifier.

Returns: Returns the number of star cells.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1180 of file Triangulation.h.

◆ getTriangleStars()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getTriangleStars ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of star cell identifiers for all triangles.

The number of entries in this list is equal to the number of triangles. Each entry is a std::vector of identifiers whose size is equal to the number of star cells for the corresponding triangle.

The notion of triangle star only makes sense in 3D.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

Precondition: For this function to behave correctly, preconditionTriangleStars() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the triangle star list.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1214 of file Triangulation.h.

◆ getTriangleVertex()

int ttk::Triangulation::getTriangleVertex	(	const SimplexId &	triangleId,
		const int &	localVertexId,
		SimplexId &	vertexId
	)		const

inlineoverridevirtual

Get the localVertexId-th vertex identifier of the triangleId-th triangle.

In 2D, this function is equivalent to getCellVertex().

Precondition: For this function to behave correctly, preconditionTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

triangleId	Input global edge identifier.
localVertexId	Input local vertex identifier (in [0, 2]).
vertexId	Output global vertex identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getCellVertex()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1239 of file Triangulation.h.

◆ getType()

Triangulation::Type ttk::Triangulation::getType ( ) const

inline

Get the type of internal representation for the triangulation (explicit, implicit, periodic).

Returns: Returns the current type of the triangulation.

See also: setPeriodicBoundaryConditions()

Definition at line 1259 of file Triangulation.h.

◆ getVertexEdge()

int ttk::Triangulation::getVertexEdge	(	const SimplexId &	vertexId,
		const int &	localEdgeId,
		SimplexId &	edgeId
	)		const

inlineoverridevirtual

Get the localEdgeId-th edge identifier connected to the vertexId-th vertex.

In 1D, this function is equivalent to getVertexStar().

Precondition: For this function to behave correctly, preconditionVertexEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

vertexId	Input global vertex identifier.
localEdgeId	Input local edge identifier, in [0, getVertexEdgeNumber()].
edgeId	Output global edge identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getVertexEdgeNumber(); getVertexStar()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1294 of file Triangulation.h.

◆ getVertexEdgeNumber()

SimplexId ttk::Triangulation::getVertexEdgeNumber ( const SimplexId & vertexId ) const

inlineoverridevirtual

Get the number of edges connected to the vertexId-th vertex.

In 1D, this function is equivalent to getVertexStarNumber().

Precondition: For this function to behave correctly, preconditionVertexEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

vertexId Input global vertex identifier.

Returns: Returns the number of edges connected to the vertex.

See also: getVertexStarNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1324 of file Triangulation.h.

◆ getVertexEdges()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getVertexEdges ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of edge identifiers for all vertices.

The number of entries in this list is equal to the number of vertices. Each entry is a std::vector of identifiers whose size is equal to the number of edges connected to the corresponding vertex.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

In 1D, this function is equivalent to getVertexStars()

Precondition: For this function to behave correctly, preconditionVertexEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the vertex edge list.

See also: getVertexStars()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1359 of file Triangulation.h.

◆ getVertexLink()

int ttk::Triangulation::getVertexLink	(	const SimplexId &	vertexId,
		const int &	localLinkId,
		SimplexId &	linkId
	)		const

inlineoverridevirtual

Get the localLinkId-th simplex of the link of the vertexId-th vertex.

The output linkId refers in 2D to an edge identifier and in 3D to a triangle identifier.

Precondition: For this function to behave correctly, preconditionVertexLinks() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

vertexId	Input global vertex identifier.
localLinkId	Input local link simplex identifier, in [0, getVertexLinkNumber()].
linkId	Output link simplex identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getVertexLinkNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1544 of file Triangulation.h.

◆ getVertexLinkNumber()

SimplexId ttk::Triangulation::getVertexLinkNumber ( const SimplexId & vertexId ) const

inlineoverridevirtual

Get the number of simplices in the link of the vertexId-th vertex.

In 2D, this will return the number of edges in the link, in 3D the number of triangles.

Precondition: For this function to behave correctly, preconditionVertexLinks() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

vertexId Input global vertex identifier.

Returns: Returns the number of cells in the link of the vertex.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1574 of file Triangulation.h.

◆ getVertexLinks()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getVertexLinks ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of link simplices for all vertices.

The number of entries in this list is equal to the number of vertices. Each entry is a std::vector of identifiers representing edges in 2D and triangles in 3D.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

Precondition: For this function to behave correctly, preconditionVertexLinks() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the vertex link list.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1608 of file Triangulation.h.

◆ getVertexNeighbor()

int ttk::Triangulation::getVertexNeighbor	(	const SimplexId &	vertexId,
		const int &	localNeighborId,
		SimplexId &	neighborId
	)		const

inlineoverridevirtual

Get the localNeighborId-th vertex neighbor of the vertexId-th vertex.

Precondition: For this function to behave correctly, preconditionVertexNeighbors() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

vertexId	Input global vertex identifier.
localNeighborId	Input local neighbor identifier, in [0, getVertexNeighborNumber()].
neighborId	Output global neighbor vertex identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getVertexNeighborNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1633 of file Triangulation.h.

◆ getVertexNeighborNumber()

SimplexId ttk::Triangulation::getVertexNeighborNumber ( const SimplexId & vertexId ) const

inlineoverridevirtual

Get the number of vertex neighbors for the vertexId-th vertex.

Precondition: For this function to behave correctly, preconditionVertexNeighbors() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

vertexId Input global vertex identifier.

Returns: Returns the number vertex neighbors.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1660 of file Triangulation.h.

◆ getVertexNeighbors()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getVertexNeighbors ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of vertex neighbor identifiers for all vertices.

The number of entries in this list is equal to the number of vertices. Each entry is a std::vector of identifiers whose size is equal to the number of vertex neighbors for the corresponding vertex.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

Precondition: For this function to behave correctly, preconditionVertexNeighbors() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the vertex neighbor list.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1693 of file Triangulation.h.

◆ getVertexPoint()

int ttk::Triangulation::getVertexPoint	(	const SimplexId &	vertexId,
		float &	x,
		float &	y,
		float &	z
	)		const

inlineoverridevirtual

Get the point (3D coordinates) for the vertexId-th vertex.

Parameters

vertexId	Input global vertex identifier.
x	Output x coordinate.
y	Output y coordinate.
z	Output z coordinate.

Returns: Returns 0 upon success, negative values otherwise.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1707 of file Triangulation.h.

◆ getVertexStar()

int ttk::Triangulation::getVertexStar	(	const SimplexId &	vertexId,
		const int &	localStarId,
		SimplexId &	starId
	)		const

inlineoverridevirtual

Get the localStarId-th cell of the star of the vertexId-th vertex.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

Precondition: For this function to behave correctly, preconditionVertexStars() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

vertexId	Input global vertex identifier.
localStarId	Input local star cell identifier, in [0, getVertexStarNumber()].
starId	Output global star cell identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getVertexStarNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1744 of file Triangulation.h.

◆ getVertexStarNumber()

SimplexId ttk::Triangulation::getVertexStarNumber ( const SimplexId & vertexId ) const

inlineoverridevirtual

Get the number of star cells for the vertexId-th vertex.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

Precondition: For this function to behave correctly, preconditionVertexStars() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

vertexId Input global vertex identifier

Returns: Returns the number of star cells.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1774 of file Triangulation.h.

◆ getVertexStars()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getVertexStars ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of star cell identifiers for all vertices.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

The number of entries in this list is equal to the number of vertices. Each entry is a std::vector of identifiers whose size is equal to the number of star cells for the corresponding vertex.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

Precondition: For this function to behave correctly, preconditionVertexStars() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the vertex star list.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1808 of file Triangulation.h.

◆ getVertexTriangle()

int ttk::Triangulation::getVertexTriangle	(	const SimplexId &	vertexId,
		const int &	localTriangleId,
		SimplexId &	triangleId
	)		const

inlineoverridevirtual

Get the localTriangleId-th triangle id of the vertexId-th vertex.

In 2D, this function is equivalent to getVertexStar().

Precondition: For this function to behave correctly, preconditionVertexTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

vertexId	Input global vertex identifier.
localTriangleId	Input local triangle identifier, in [0, getVertexTriangleNumber()].
triangleId	Output global triangle identifier.

Returns: Returns 0 upon success, negative values otherwise.

See also: getVertexTriangleNumber(); getVertexStar()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1836 of file Triangulation.h.

◆ getVertexTriangleNumber()

SimplexId ttk::Triangulation::getVertexTriangleNumber ( const SimplexId & vertexId ) const

inlineoverridevirtual

Get the number of triangles for the vertexId-th vertex.

In 2D, this function is equivalent to getVertexStarNumber().

Precondition: For this function to behave correctly, preconditionVertexTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

vertexId Input global vertex identifier.

Returns: Returns the number of vertex triangles.

See also: getVertexStarNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1866 of file Triangulation.h.

◆ getVertexTriangles()

const std::vector< std::vector< SimplexId > > * ttk::Triangulation::getVertexTriangles ( )

inlineoverridevirtual

Warning: YOU SHOULD NOT CALL THIS FUNCTION UNLESS YOU REALLY KNOW WHAT YOU ARE DOING.

Get the list of triangles for all vertices.

The number of entries in this list is equal to the number of vertices. Each entry is a std::vector of identifiers whose size is equal to the number of triangles for the corresponding vertex.

In implicit mode, this function will force the creation of such a list (which will be time and memory consuming). THIS IS USUALLY A BAD IDEA.

In 2D, this function is equivalent to getVertexStars().

Precondition: For this function to behave correctly, preconditionVertexTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Returns: Returns a pointer to the vertex triangle list.

See also: getVertexStars()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1901 of file Triangulation.h.

◆ hasImplicitPreconditions()

bool ttk::Triangulation::hasImplicitPreconditions ( ) const

inline

Returns true if the grid uses preconditions.

Definition at line 2944 of file Triangulation.h.

◆ isEdgeOnBoundary()

bool ttk::Triangulation::isEdgeOnBoundary ( const SimplexId & edgeId ) const

inlineoverridevirtual

Check if the edge with global identifier edgeId is on the boundary of the domain.

For 2D triangulations, this function will return true if the edge is a boundary edge. For 3D triangulations, this function will return true if the edge belongs to a boundary triangle.

Here the notion of edge only makes sense if the triangulation has a dimension greater than 1 (otherwise, use the cell information).

Precondition: For this function to behave correctly, preconditionBoundaryEdges() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

edgeId Input global edge identifier.

Returns: Returns true if the edge is on the boundary, false otherwise.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1929 of file Triangulation.h.

◆ isEmpty()

bool ttk::Triangulation::isEmpty ( ) const

inlineoverridevirtual

Check if the data structure is empty or not.

Returns: Returns true if empty, false otherwise.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1939 of file Triangulation.h.

◆ isEmptyCheck()

bool ttk::Triangulation::isEmptyCheck ( ) const

inlineprotected

Definition at line 2982 of file Triangulation.h.

◆ isManifold()

bool ttk::Triangulation::isManifold ( ) const

inlineoverridevirtual

Check if the triangulation is manifold or not (Rips Complexes are not manifold)

Returns: True if the triangulation is manifold

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1946 of file Triangulation.h.

◆ isTriangleOnBoundary()

bool ttk::Triangulation::isTriangleOnBoundary ( const SimplexId & triangleId ) const

inlineoverridevirtual

Check if the triangle with global identifier triangleId is on the boundary of the domain.

Here the notion of triangle only makes sense if the triangulation has a dimension greater than 2 (otherwise, use the cell information).

For 2D triangulations, this function will return false all the time. For 3D triangulations, this function will return true if the triangle is a boundary triangle.

Precondition: For this function to behave correctly, preconditionBoundaryTriangles() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

triangleId Input global triangle identifier.

Returns: Returns true if the triangle is on the boundary, false otherwise.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2004 of file Triangulation.h.

◆ isVertexOnBoundary()

bool ttk::Triangulation::isVertexOnBoundary ( const SimplexId & vertexId ) const

inlineoverridevirtual

Check if the vertex with global identifier vertexId is on the boundary of the domain.

For 2D triangulations, this function will return true if the vertex belongs to a boundary edge. For 3D triangulations, this function will return true if the vertex belongs to a boundary triangle.

Precondition: For this function to behave correctly, preconditionBoundaryVertices() needs to be called on this object prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude such a preconditioning step from any time performance measurement.

Parameters

vertexId Input global vertex identifier.

Returns: Returns true if the vertex is on the boundary, false otherwise.

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2029 of file Triangulation.h.

◆ operator=() [1/2]

Triangulation & Triangulation::operator= ( const Triangulation & rhs )

Definition at line 80 of file Triangulation.cpp.

◆ operator=() [2/2]

Triangulation & Triangulation::operator= ( Triangulation && rhs )

noexcept

Definition at line 117 of file Triangulation.cpp.

◆ preconditionBoundaryEdges()

int ttk::Triangulation::preconditionBoundaryEdges ( )

inlineoverridevirtual

Pre-process the boundary edges.

This function should ONLY be called as a pre-condition to the following function(s):

isEdgeOnBoundary()

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: isEdgeOnBoundary()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2050 of file Triangulation.h.

◆ preconditionBoundaryTriangles()

int ttk::Triangulation::preconditionBoundaryTriangles ( )

inlineoverridevirtual

Pre-process the boundary triangles.

This function should ONLY be called as a pre-condition to the following function(s):

isTriangleOnBoundary()

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: isTriangleOnBoundary()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2071 of file Triangulation.h.

◆ preconditionBoundaryVertices()

int ttk::Triangulation::preconditionBoundaryVertices ( )

inlineoverridevirtual

Pre-process the boundary vertices.

This function should ONLY be called as a pre-condition to the following function(s):

isVertexOnBoundary()

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: isVertexOnBoundary()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2093 of file Triangulation.h.

◆ preconditionCellEdges()

int ttk::Triangulation::preconditionCellEdges ( )

inlineoverridevirtual

Pre-process the cell edges.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getCellEdge(); getCellEdgeNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2116 of file Triangulation.h.

◆ preconditionCellNeighbors()

int ttk::Triangulation::preconditionCellNeighbors ( )

inlineoverridevirtual

Pre-process the cell neighbors.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getCellNeighbor(); getCellNeighbors(); getCellNeighborNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2142 of file Triangulation.h.

◆ preconditionCellTriangles()

int ttk::Triangulation::preconditionCellTriangles ( )

inlineoverridevirtual

Pre-process the cell triangles.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getCellTriangle(); getCellTriangles(); getCellTriangleNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2168 of file Triangulation.h.

◆ preconditionEdgeLinks()

int ttk::Triangulation::preconditionEdgeLinks ( )

inlineoverridevirtual

Pre-process the edge links.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getEdgeLink(); getEdgeLinks(); getEdgeLinkNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2221 of file Triangulation.h.

◆ preconditionEdges()

int ttk::Triangulation::preconditionEdges ( )

inlineoverridevirtual

Pre-process the edges.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getEdges(); getEdgeVertex(); getNumberOfEdges()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2194 of file Triangulation.h.

◆ preconditionEdgeStars()

int ttk::Triangulation::preconditionEdgeStars ( )

inlineoverridevirtual

Pre-process the edge stars.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getEdgeStar(); getEdgeStars(); getEdgeStarNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2247 of file Triangulation.h.

◆ preconditionEdgeTriangles()

int ttk::Triangulation::preconditionEdgeTriangles ( )

inlineoverridevirtual

Pre-process the edge triangles.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getEdgeTriangle(); getEdgeTriangles(); getEdgeTriangleNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2273 of file Triangulation.h.

◆ preconditionManifold()

int ttk::Triangulation::preconditionManifold ( )

inlineoverridevirtual

Check if the triangulation is manifold or not.

ttk::ExplicitTriangulation (and maybe ttk::CompactTriangulation too) can be generated from non-manifold datasets (such as a Rips Complex). Some TTK modules may be valid only for manifold triangulations, other may have alternatives for non-manifold data-sets (

See also: ttk::PersistenceDiagram::checkManifold).

This function should ONLY be called as a pre-condition to the following function(s):

isManifold()

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: isManifold()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 1975 of file Triangulation.h.

◆ preconditionTriangleEdges()

int ttk::Triangulation::preconditionTriangleEdges ( )

inlineoverridevirtual

Pre-process the triangle edges.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getTriangleEdge(); getTriangleEdges(); getTriangleEdgeNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2326 of file Triangulation.h.

◆ preconditionTriangleLinks()

int ttk::Triangulation::preconditionTriangleLinks ( )

inlineoverridevirtual

Pre-process the triangle links.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getTriangleLink(); getTriangleLinks(); getTriangleLinkNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2352 of file Triangulation.h.

◆ preconditionTriangles()

int ttk::Triangulation::preconditionTriangles ( )

inlineoverridevirtual

Pre-process the triangles.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getNumberOfTriangles(); getTriangles(); getTriangleVertex()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2300 of file Triangulation.h.

◆ preconditionTriangleStars()

int ttk::Triangulation::preconditionTriangleStars ( )

inlineoverridevirtual

Pre-process the triangle stars.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getTriangleStar(); getTriangleStars(); getTriangleStarNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2378 of file Triangulation.h.

◆ preconditionVertexEdges()

int ttk::Triangulation::preconditionVertexEdges ( )

inlineoverridevirtual

Pre-process the vertex edges.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getVertexEdge(); getVertexEdges(); getVertexEdgeNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2405 of file Triangulation.h.

◆ preconditionVertexLinks()

int ttk::Triangulation::preconditionVertexLinks ( )

inlineoverridevirtual

Pre-process the vertex links.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getVertexLink(); getVertexLinks(); getVertexLinkNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2592 of file Triangulation.h.

◆ preconditionVertexNeighbors()

int ttk::Triangulation::preconditionVertexNeighbors ( )

inlineoverridevirtual

Pre-process the vertex neighbors.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getVertexNeighbor(); getVertexNeighbors(); getVertexNeighborNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2619 of file Triangulation.h.

◆ preconditionVertexStars()

int ttk::Triangulation::preconditionVertexStars ( )

inlineoverridevirtual

Pre-process the vertex stars.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getVertexStar(); getVertexStars(); getVertexStarNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2645 of file Triangulation.h.

◆ preconditionVertexTriangles()

int ttk::Triangulation::preconditionVertexTriangles ( )

inlineoverridevirtual

Pre-process the vertex triangles.

This function should ONLY be called as a pre-condition to the following functions:

Precondition: This function should be called prior to any traversal, in a clearly distinct pre-processing step that involves no traversal at all. An error will be returned otherwise.

Note: It is recommended to exclude this preconditioning function from any time performance measurement.

Returns: Returns 0 upon success, negative values otherwise.

See also: getVertexTriangle(); getVertexTriangles(); getVertexTriangleNumber()

Reimplemented from ttk::AbstractTriangulation.

Definition at line 2672 of file Triangulation.h.

◆ processImplicitStrategy()

bool Triangulation::processImplicitStrategy ( const STRATEGY strategy = STRATEGY::DEFAULT ) const

protected

Should we precondition the implicit/periodic triangulations?

Parameters

[in] strategy The strategy to follow

Returns: True to perform preconditioning.

Definition at line 194 of file Triangulation.cpp.

◆ setCacheSize()

int ttk::Triangulation::setCacheSize ( const float & ratio )

inline

Definition at line 2694 of file Triangulation.h.

◆ setDebugLevel()

int ttk::Triangulation::setDebugLevel ( const int & debugLevel )

inlineoverridevirtual

Tune the debug level (default: 0)

Reimplemented from ttk::Debug.

Definition at line 2682 of file Triangulation.h.

◆ setImplicitPreconditions()

void ttk::Triangulation::setImplicitPreconditions ( const STRATEGY strategy )

inline

Set the input grid preconditioning strategy.

Parameters

[in] strategy Strategy to implement.

Definition at line 2857 of file Triangulation.h.

◆ setInputCells()

int ttk::Triangulation::setInputCells	(	const SimplexId &	cellNumber,
		const LongSimplexId *	cellArray
	)

inline

Set the input cells for the triangulation.

Here the notion of cell refers to the simplicices of maximal dimension (3D: tetrahedra, 2D: triangles, 1D: edges).

Parameters

cellNumber	Number of input cells.
cellArray	Pointer to the input cells. This pointer should point to an array of long long int where cells are stored one after the other. In particular, each cell starts by the number of vertices in it, followed by the identifiers of its vertices. This corresponds to the default cell array representation in VTK < 9.

Returns: Returns 0 upon success, negative values otherwise.

Note: This function does not need to be called if the current object is a vtkTriangulation (this function is automatically called if needed through vtkTriangulation::setInputData()).

Warning: If this ttk::Triangulation object is already representing a valid triangulation, this information will be over-written (which means that preconditioning functions should be called again).

Definition at line 2759 of file Triangulation.h.

◆ setInputGrid()

int ttk::Triangulation::setInputGrid	(	const float &	xOrigin,
		const float &	yOrigin,
		const float &	zOrigin,
		const float &	xSpacing,
		const float &	ySpacing,
		const float &	zSpacing,
		const SimplexId &	xDim,
		const SimplexId &	yDim,
		const SimplexId &	zDim
	)

inline

Set the specifications of the input grid to implicitly represent as a triangulation.

Parameters

xOrigin	Input x coordinate of the grid origin.
yOrigin	Input y coordinate of the grid origin.
zOrigin	Input z coordinate of the grid origin.
xSpacing	Input spacing along the x dimension.
ySpacing	Input spacing along the y dimension.
zSpacing	Input spacing along the z dimension.
xDim	Input number of vertices along the x dimension.
yDim	Input number of vertices along the y dimension.
zDim	Input number of vertices along the z dimension.

Returns: Returns 0 upon success, negative values otherwise.

Note: This function does not need to be called if the current object is a vtkTriangulation (this function is automatically called if needed through vtkTriangulation::setInputData()).

Warning: If this ttk::Triangulation object is already representing a valid triangulation, this information will be over-written (which means that preconditioning functions should be called again).

Definition at line 2795 of file Triangulation.h.

◆ setInputPoints()

int ttk::Triangulation::setInputPoints	(	const SimplexId &	pointNumber,
		const void *	pointSet,
		const bool &	doublePrecision = `false`
	)

inline

Set the input 3D points of the triangulation.

Parameters

pointNumber	Number of input vertices.
pointSet	Pointer to the 3D points. This pointer should point to an array of float where points are stored one after the other. In particular, each point is represented by X-Y-Z coordinates (one after the other). This corresponds to the default point set representation in VTK.
doublePrecision	Should we use double precision or stay with simple?

Returns: Returns 0 upon success, negative values otherwise.

Note: This function does not need to be called if the current object is a vtkTriangulation (this function is automatically called if needed through vtkTriangulation::setInputData()).

Warning: If this ttk::Triangulation object is already representing a valid triangulation, this information will be over-written (which means that preconditioning functions should be called again).

Definition at line 2898 of file Triangulation.h.

◆ setPeriodicBoundaryConditions()

void ttk::Triangulation::setPeriodicBoundaryConditions ( const bool & usePeriodicBoundaries )

inline

Set the input grid to use period boundary conditions.

Parameters

usePeriodicBoundaries If this set to true then a triangulation with periodic boundaries will be used.

Definition at line 2833 of file Triangulation.h.

◆ setStellarInputCells()

int ttk::Triangulation::setStellarInputCells	(	const SimplexId &	cellNumber,
		const LongSimplexId *	cellArray
	)

inline

Definition at line 2766 of file Triangulation.h.

◆ setStellarInputPoints()

int ttk::Triangulation::setStellarInputPoints	(	const SimplexId &	pointNumber,
		const void *	pointSet,
		const int *	indexArray,
		const bool &	doublePrecision = `false`
	)

inline

Definition at line 2908 of file Triangulation.h.

◆ setThreadNumber()

int ttk::Triangulation::setThreadNumber ( const ThreadId threadNumber )

inlineoverridevirtual

Tune the number of active threads (default: number of logical cores)

Reimplemented from ttk::BaseClass.

Definition at line 2920 of file Triangulation.h.

◆ setWrapper()

int ttk::Triangulation::setWrapper ( const Wrapper * wrapper )

inlineoverridevirtual

Internal usage. Pass the execution context (debug level, number of threads, etc.) to the implementing classes.

Reimplemented from ttk::Debug.

Definition at line 2933 of file Triangulation.h.

◆ switchGrid()

void Triangulation::switchGrid	(	const bool	usePeriodic,
		const bool	usePreconditions
	)

protected

Switch regular grid triangulation type.

Parameters

[in]	usePeriodic	Use a periodic triangulation
[in]	usePreconditions	Perform triangulation preconditions

Definition at line 158 of file Triangulation.cpp.

Member Data Documentation

◆ abstractTriangulation_

AbstractTriangulation* ttk::Triangulation::abstractTriangulation_

protected

Definition at line 3007 of file Triangulation.h.

◆ compactTriangulation_

CompactTriangulation ttk::Triangulation::compactTriangulation_

protected

Definition at line 3013 of file Triangulation.h.

◆ explicitTriangulation_

ExplicitTriangulation ttk::Triangulation::explicitTriangulation_

protected

Definition at line 3008 of file Triangulation.h.

◆ implicitPreconditionsTriangulation_

ImplicitWithPreconditions ttk::Triangulation::implicitPreconditionsTriangulation_

protected

Definition at line 3010 of file Triangulation.h.

◆ implicitTriangulation_

ImplicitNoPreconditions ttk::Triangulation::implicitTriangulation_

protected

Definition at line 3009 of file Triangulation.h.

◆ periodicImplicitTriangulation_

PeriodicNoPreconditions ttk::Triangulation::periodicImplicitTriangulation_

protected

Definition at line 3011 of file Triangulation.h.

◆ periodicPreconditionsTriangulation_

PeriodicWithPreconditions ttk::Triangulation::periodicPreconditionsTriangulation_

protected

Definition at line 3012 of file Triangulation.h.

The documentation for this class was generated from the following files:

/home/julien/Pro/git/github/ttk-tierny/core/base/triangulation/Triangulation.h
/home/julien/Pro/git/github/ttk-tierny/core/base/triangulation/Triangulation.cpp

Public Types

Public Member Functions

Protected Member Functions

Protected Attributes

Additional Inherited Members

Detailed Description

Member Enumeration Documentation

◆ STRATEGY

◆ Type

Constructor & Destructor Documentation

◆ Triangulation() [1/3]

◆ Triangulation() [2/3]

◆ Triangulation() [3/3]

◆ ~Triangulation()

Member Function Documentation

◆ clear()

◆ footprint()

◆ getCellEdge()

◆ getCellEdgeNumber()

◆ getCellEdges()

◆ getCellIncenter()

◆ getCellNeighbor()

◆ getCellNeighborNumber()

◆ getCellNeighbors()

◆ getCellTriangle()

◆ getCellTriangleNumber()

◆ getCellTriangles()

◆ getCellVertex()

◆ getCellVertexNumber()

◆ getCellVTKID()

◆ getData()

◆ getDimensionality()

◆ getEdgeIncenter()

◆ getEdgeLink()

◆ getEdgeLinkNumber()

◆ getEdgeLinks()

◆ getEdges()

◆ getEdgeStar()

◆ getEdgeStarNumber()

◆ getEdgeStars()

◆ getEdgeTriangle()

◆ getEdgeTriangleNumber()

◆ getEdgeTriangles()

◆ getEdgeVertex()

◆ getNumberOfCells()

◆ getNumberOfEdges()

◆ getNumberOfTriangles()

◆ getNumberOfVertices()

◆ getTetraIncenter()

◆ getTriangleEdge()

◆ getTriangleEdgeNumber()

◆ getTriangleEdges()

◆ getTriangleIncenter()

◆ getTriangleLink()

◆ getTriangleLinkNumber()

◆ getTriangleLinks()

◆ getTriangles()

◆ getTriangleStar()

◆ getTriangleStarNumber()

◆ getTriangleStars()

◆ getTriangleVertex()

◆ getType()

◆ getVertexEdge()

◆ getVertexEdgeNumber()

◆ getVertexEdges()

◆ getVertexLink()

◆ getVertexLinkNumber()

◆ getVertexLinks()

◆ getVertexNeighbor()

◆ getVertexNeighborNumber()

◆ getVertexNeighbors()

◆ getVertexPoint()

◆ getVertexStar()

◆ getVertexStarNumber()

◆ getVertexStars()

◆ getVertexTriangle()

◆ getVertexTriangleNumber()

◆ getVertexTriangles()

◆ hasImplicitPreconditions()

◆ isEdgeOnBoundary()