SG++-Doxygen-Documentation
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Fundamental spline basis on Noboundary grids. More...
#include <FundamentalSplineBasis.hpp>
Public Member Functions | |
double | eval (LT l, IT i, double x) override |
double | evalDx (LT l, IT i, double x) |
double | evalDxDx (LT l, IT i, double x) |
FundamentalSplineBasis () | |
Default constructor. More... | |
FundamentalSplineBasis (size_t degree) | |
Constructor. More... | |
size_t | getDegree () const override |
double | getIntegral (LT l, IT i) override |
~FundamentalSplineBasis () override | |
Destructor. More... | |
Public Member Functions inherited from sgpp::base::Basis< LT, IT > | |
virtual | ~Basis () |
Destructor. More... | |
Protected Attributes | |
BsplineBasis< LT, IT > | bsplineBasis |
B-spline basis. More... | |
std::vector< double > | coefficients |
B-spline coefficients. More... | |
DataVector | coordinates |
coordinates and weights for calculating integrals More... | |
bool | integrationInitialized = false |
DataVector | weights |
Fundamental spline basis on Noboundary grids.
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inline |
Default constructor.
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inlineexplicit |
Constructor.
degree | spline degree, must be odd (if it's even, degree - 1 is used) |
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inlineoverride |
Destructor.
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inlineoverridevirtual |
l | level of basis function |
i | index of basis function |
x | evaluation point |
Implements sgpp::base::Basis< LT, IT >.
Referenced by python.uq.analysis.asgc.ASGCAnalysis.ASGCAnalysis::estimateDensity(), sgpp::base::OperationEvalFundamentalSplineNaive::eval(), sgpp::base::OperationEvalGradientFundamentalSplineNaive::evalGradient(), sgpp::base::OperationEvalHessianFundamentalSplineNaive::evalHessian(), sgpp::base::OperationEvalPartialDerivativeFundamentalSplineNaive::evalPartialDerivative(), and sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::getIntegral().
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inline |
l | level of basis function |
i | index of basis function |
x | evaluation point |
Referenced by sgpp::base::OperationEvalGradientFundamentalSplineNaive::evalGradient(), sgpp::base::OperationEvalHessianFundamentalSplineNaive::evalHessian(), and sgpp::base::OperationEvalPartialDerivativeFundamentalSplineNaive::evalPartialDerivative().
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inline |
l | level of basis function |
i | index of basis function |
x | evaluation point |
Referenced by sgpp::base::OperationEvalHessianFundamentalSplineNaive::evalHessian().
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inlineoverridevirtual |
Implements sgpp::base::Basis< LT, IT >.
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inlineoverridevirtual |
l | level of basis function |
i | index of basis function |
Implements sgpp::base::Basis< LT, IT >.
Referenced by sgpp::base::OperationQuadratureFundamentalSpline::doQuadrature().
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protected |
B-spline basis.
Referenced by sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::eval(), sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::evalDx(), sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::evalDxDx(), sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::FundamentalSplineBasis(), sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::getDegree(), and sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::getIntegral().
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B-spline coefficients.
Referenced by sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::eval(), sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::evalDx(), sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::evalDxDx(), sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::FundamentalSplineBasis(), and sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::getIntegral().
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coordinates and weights for calculating integrals
Referenced by sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >::getIntegral().
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protected |
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protected |