NLargeInteger regina::NNormalSurfaceVectorStandard::getOctCoord (  unsigned long  tetIndex, int  octType, NTriangulation *  triang )  const [inline, virtual]

Returns the number of octahedral discs of the given type in this normal surface. See NNormalSurface::getOctCoord() for further details. Parameters: tetIndex  the index in the triangulation of the tetrahedron in which the requested octahedrons reside; this should be between 0 and NTriangulation::getNumberOfTetrahedra()-1 inclusive. octType  the number of the vertex splitting that this octahedron type represents; this should be between 0 and 2 inclusive. triang  the triangulation in which this normal surface lives. Returns: the number of octahedral discs of the given type. Implements regina::NNormalSurfaceVector.

NLargeInteger regina::NNormalSurfaceVectorStandard::getQuadCoord (  unsigned long  tetIndex, int  quadType, NTriangulation *  triang )  const [inline, virtual]

Returns the number of quadrilateral discs of the given type in this normal surface. See NNormalSurface::getQuadCoord() for further details. Parameters: tetIndex  the index in the triangulation of the tetrahedron in which the requested quadrilaterals reside; this should be between 0 and NTriangulation::getNumberOfTetrahedra()-1 inclusive. quadType  the number of the vertex splitting that this quad type represents; this should be between 0 and 2 inclusive. triang  the triangulation in which this normal surface lives. Returns: the number of quadrilateral discs of the given type. Implements regina::NNormalSurfaceVector.

NLargeInteger regina::NNormalSurfaceVectorStandard::getTriangleCoord (  unsigned long  tetIndex, int  vertex, NTriangulation *  triang )  const [inline, virtual]

Returns the number of triangular discs of the given type in this normal surface. See NNormalSurface::getTriangleCoord() for further details. Parameters: tetIndex  the index in the triangulation of the tetrahedron in which the requested triangles reside; this should be between 0 and NTriangulation::getNumberOfTetrahedra()-1 inclusive. vertex  the vertex of the given tetrahedron around which the requested triangles lie; this should be between 0 and 3 inclusive. triang  the triangulation in which this normal surface lives. Returns: the number of triangular discs of the given type. Implements regina::NNormalSurfaceVector.

static NCompConstraintSet* regina::NNormalSurfaceVectorStandard::makeEmbeddedConstraints (  NTriangulation *  triangulation  )  [static]

Creates a new set of compatibility constraints representing the condition that normal surfaces be embedded. The compatibility constraints will be expressed relative to the flavour of coordinate system corresponding to this particular subclass of NNormalSurfaceVector. Parameters: triangulation  the triangulation upon which these compatibility constraints will be based. Returns: a newly allocated set of constraints. Reimplemented from regina::NNormalSurfaceVector.

static NMatrixInt* regina::NNormalSurfaceVectorStandard::makeMatchingEquations (  NTriangulation *  triangulation  )  [static]

Creates a new set of normal surface matching equations for the given triangulation using the flavour of coordinate system corresponding to this particular subclass of NNormalSurfaceVector. See makeMatchingEquations() for further details. Parameters: triangulation  the triangulation upon which these matching equations will be based. Returns: a newly allocated set of matching equations. Reimplemented from regina::NNormalSurfaceVector.

• nsstandard.h