This is the complete list of members for gsSurface< T >, including all inherited members.

active(const gsMatrix< T > &u) const	gsFunctionSet< T >	inline
active_into(const gsMatrix< T > &u, gsMatrix< index_t > &result) const	gsFunction< T >	inlinevirtual
basis() const =0	gsGeometry< T >	pure virtual
basis()=0	gsGeometry< T >	pure virtual
gismo::gsFunction::basis(const index_t k) const	gsFunctionSet< T >
boundary() const	gsGeometry< T >
boundary(boxSide const &s) const	gsGeometry< T >	virtual
gismo::gsGeometry::clone()	gsFunctionSet< T >
closestPointTo(const gsVector< T > &pt, gsVector< T > &result, const T accuracy=1e-6, const bool useInitialPoint=false) const	gsGeometry< T >
coDim() const	gsGeometry< T >
coef(index_t i)	gsGeometry< T >	inline
coef(index_t i) const	gsGeometry< T >	inline
coef(index_t i, index_t j)	gsGeometry< T >	inline
coef(index_t i, index_t j) const	gsGeometry< T >	inline
coefAtCorner(boxCorner const &c)	gsGeometry< T >
coefAtCorner(boxCorner const &c) const	gsGeometry< T >
coefDim() const	gsGeometry< T >	inline
coefs()	gsGeometry< T >	inline
coefs() const	gsGeometry< T >	inline
coefsSize() const	gsGeometry< T >	inline
component(boxComponent const &bc) const	gsGeometry< T >
compute(const gsMatrix< T > &in, gsFuncData< T > &out) const	gsGeometry< T >	virtual
computeMap(gsMapData< T > &InOut) const	gsFunction< T >	virtual
controlNet(gsMesh< T > &mesh) const	gsGeometry< T >
degree(const short_t &i) const	gsGeometry< T >
degreeDecrease(short_t const i=1, short_t const dir=-1)	gsGeometry< T >	virtual
degreeElevate(short_t const i=1, short_t const dir=-1)	gsGeometry< T >	virtual
degreeIncrease(short_t const i=1, short_t const dir=-1)	gsGeometry< T >	virtual
degreeReduce(short_t const i=1, short_t const dir=-1)	gsGeometry< T >	virtual
deriv(const gsMatrix< T > &u) const	gsFunctionSet< T >
deriv2(const gsMatrix< T > &u) const	gsFunctionSet< T >
deriv2_into(const gsMatrix< T > &u, gsMatrix< T > &result) const	gsGeometry< T >	virtual
deriv_into(const gsMatrix< T > &u, gsMatrix< T > &result) const	gsGeometry< T >	virtual
directedHausdorffDistance(const gsGeometry &other, const index_t nsamples=1000, const T accuracy=1e-6) const	gsGeometry< T >
distanceL2(gsFunction< T > const &) const	gsFunction< T >	inlinevirtual
div_into(const gsMatrix< T > &u, gsMatrix< T > &result) const	gsFunction< T >
domainDim() const	gsSurface< T >	inlinevirtual
embed(index_t N, bool pad_right=true)	gsGeometry< T >	inline
embed3d()	gsGeometry< T >	inline
eval(const gsMatrix< T > &u) const	gsFunctionSet< T >
eval_component_into(const gsMatrix< T > &u, const index_t comp, gsMatrix< T > &result) const	gsFunction< T >	virtual
eval_into(const gsMatrix< T > &u, gsMatrix< T > &result) const	gsGeometry< T >	virtual
evalAllDers(const gsMatrix< T > &u, int n, bool sameElement=false) const	gsFunctionSet< T >
evalAllDers_into(const gsMatrix< T > &u, int n, std::vector< gsMatrix< T > > &result, bool sameElement=false) const	gsGeometry< T >	virtual
evaluateMesh(gsMesh< T > &mesh) const	gsGeometry< T >
function(const index_t k) const	gsFunctionSet< T >
geoDim() const	gsGeometry< T >	inline
getIsoParametricSlice(index_t dir_fixed, T par) const	gsGeometry< T >
gsGeometry()	gsGeometry< T >	inline
gsSurface()	gsSurface< T >	inline
gsSurface(const gsBasis< T > &basis, gsMatrix< T > coefs)	gsSurface< T >	inline
HausdorffDistance(const gsGeometry &other, const index_t nsamples=1000, const T accuracy=1e-6, const bool directed=false) const	gsGeometry< T >
hessian(const gsMatrix< T > &u, index_t coord=0) const	gsFunction< T >	inlinevirtual
hessian_into(const gsMatrix< T > &u, gsMatrix< T > &result, index_t coord) const	gsGeometry< T >	virtual
id() const	gsGeometry< T >	inline
iface(const boundaryInterface &bi, const gsGeometry &other) const	gsGeometry< T >	virtual
insertKnot(T knot, index_t dir, index_t i=1)	gsGeometry< T >	virtual
invertPoints(const gsMatrix< T > &points, gsMatrix< T > &result, const T accuracy=1e-6, const bool useInitialPoint=false) const	gsFunction< T >	virtual
jacobian_into(const gsMatrix< T > &u, gsMatrix< T > &result) const	gsFunction< T >	virtual
laplacian(const gsMatrix< T > &u) const	gsFunction< T >	virtual
linearTransform(const gsMatrix< T > &mat)	gsGeometry< T >	inline
locateOn(const gsMatrix< T > &u, gsVector< bool > &onG2, gsMatrix< T > &preIm, bool lookForBoundary=false, real_t tol=1.e-6) const	gsGeometry< T >
m_basis	gsGeometry< T >	protected
m_coefs	gsGeometry< T >	protected
m_id	gsGeometry< T >	protected
merge(gsGeometry *other)	gsGeometry< T >	virtual
newtonRaphson(const gsVector< T > &value, gsVector< T > &arg, bool withSupport=true, const T accuracy=1e-6, int max_loop=100, T damping_factor=1) const	gsFunction< T >
nPieces() const	gsFunctionSet< T >	inlinevirtual
orientation() const	gsGeometry< T >	inline
outerNormal_into(const gsMatrix< T > &u, gsMatrix< T > &result) const	gsGeometry< T >
parameterCenter() const	gsFunction< T >	inlinevirtual
parameterCenter(const boxCorner &bc) const	gsFunction< T >
parameterCenter(const boxSide &bs) const	gsFunction< T >
parameterRange() const	gsGeometry< T >
parDim() const	gsGeometry< T >
piece(const index_t k) const	gsFunction< T >	inlinevirtual
print(std::ostream &os) const	gsGeometry< T >	virtual
Ptr typedef	gsSurface< T >
recoverPoints(gsMatrix< T > &xyz, gsMatrix< T > &uv, index_t k, const T accuracy) const	gsGeometry< T >
refineElements(std::vector< index_t > const &boxes)	gsGeometry< T >
rotate(T angle, const gsVector< T, 3 > &axis)	gsGeometry< T >	inline
rotate(T angle)	gsGeometry< T >	inline
scale(T s, int coord=-1)	gsGeometry< T >	inline
scale(gsVector< T > const &v)	gsGeometry< T >	inline
setCoefs(gsMatrix< T > cc)	gsGeometry< T >	inline
setId(const size_t i)	gsGeometry< T >	inline
size() const	gsFunction< T >	inlinevirtual
support() const	gsGeometry< T >	virtual
targetDim() const	gsGeometry< T >	inlinevirtual
translate(gsVector< T > const &v)	gsGeometry< T >	inline
uniformCoarsen(int numKnots=1)	gsGeometry< T >	virtual
uniformRefine(int numKnots=1, int mul=1, short_t const dir=-1)	gsGeometry< T >	virtual
uniformSplit(index_t dir=-1) const	gsGeometry< T >	virtual
uPtr typedef	gsSurface< T >