SG++-Doxygen-Documentation
Variables
friedman Namespace Reference

Variables

 action
 
 args
 
 axis = random.randrange(0,5)
 
 dds = range(10)
 
 default
 
 delimiter
 
 dest
 
 eps = random.normalvariate(0.0,1.0)
 
 fd = tools.gzOpen(options.outfile, 'w')
 
 fmt
 
 help
 
string namestring = 'Friedman1, %d data points' % (options.N)
 
 options
 
 p = DataVector(11)
 
 parser = optparse.OptionParser()
 
float r = 0.3
 
 r_1 = math.sqrt(r ** 2 - p[0] ** 2)
 
 r_2 = math.sqrt(r ** 2 - p[0] ** 2 - p[1] ** 2)
 
 r_3 = math.sqrt(r ** 2 - p[0] ** 2 - p[1] ** 2 - p[2] ** 2)
 
 r_4 = math.sqrt(r ** 2 - p[0] ** 2 - p[1] ** 2 - p[2] ** 2 - p[3] ** 2)
 
 type
 
 X = DataMatrix(options.N, 11)
 

Variable Documentation

◆ action

friedman.action

◆ args

friedman.args

◆ axis

friedman.axis = random.randrange(0,5)

◆ dds

friedman.dds = range(10)

◆ default

friedman.default

◆ delimiter

friedman.delimiter

◆ dest

friedman.dest

◆ eps

friedman.eps = random.normalvariate(0.0,1.0)

Referenced by sgpp::datadriven::AlgorithmAdaBoostBase.AlgorithmAdaBoostBase(), sgpp::optimization::optimizer.lineSearchArmijo(), sgpp::solver::SGSolver.setEpsilon(), sgpp::solver::SGSolverSP.setEpsilon(), sgpp::solver::StepsizeControl.StepsizeControl(), and sgpp::solver::StepsizeControlH.StepsizeControlH().

◆ fd

friedman.fd = tools.gzOpen(options.outfile, 'w')

◆ fmt

friedman.fmt

◆ help

friedman.help

◆ namestring

string friedman.namestring = 'Friedman1, %d data points' % (options.N)

◆ options

friedman.options

◆ p

friedman.p = DataVector(11)

Referenced by sgpp::datadriven::LearnerSGDEOnOffParallel.allocateClassMatrices(), sgpp::combigrid.calculateInterpolationCoefficientsForConvertedExpUniformBoundaryCombigird(), sgpp::datadriven::DataBasedRefinementFunctor.computeHkl(), sgpp::base::BsplineClenshawCurtisBasis< unsigned int, unsigned int >.constructKnots(), sgpp::base::OperationFirstMomentBspline.doQuadrature(), sgpp::base::OperationFirstMomentBsplineBoundary.doQuadrature(), sgpp::base::OperationFirstMomentModBspline.doQuadrature(), sgpp::base::OperationSecondMomentBspline.doQuadrature(), sgpp::base::OperationSecondMomentBsplineBoundary.doQuadrature(), sgpp::base::OperationSecondMomentModBspline.doQuadrature(), sgpp::base::OperationFirstMomentBsplineClenshawCurtis.doQuadrature(), sgpp::base::OperationFirstMomentModBsplineClenshawCurtis.doQuadrature(), sgpp::base::OperationSecondMomentBsplineClenshawCurtis.doQuadrature(), sgpp::base::OperationSecondMomentModBsplineClenshawCurtis.doQuadrature(), sgpp::base::OperationQuadratureMC.doQuadratureFunc(), sgpp::base::OperationQuadratureMC.doQuadratureL2Error(), sgpp::quadrature::OperationQuadratureMCAdvanced.doQuadratureL2Error(), sgpp::datadriven::OperationDensityRejectionSamplingLinear.doSampling(), sgpp::datadriven::OperationRosenblattTransformation1DBspline.doTransformation1D(), sgpp::datadriven::OperationRosenblattTransformation1DBsplineBoundary.doTransformation1D(), sgpp::datadriven::OperationRosenblattTransformation1DBsplineClenshawCurtis.doTransformation1D(), sgpp::datadriven::OperationRosenblattTransformation1DModBspline.doTransformation1D(), sgpp::datadriven::OperationRosenblattTransformation1DModPoly.doTransformation1D(), sgpp::datadriven::OperationRosenblattTransformation1DModPolyClenshawCurtis.doTransformation1D(), sgpp::datadriven::OperationRosenblattTransformation1DPoly.doTransformation1D(), sgpp::datadriven::OperationRosenblattTransformation1DPolyBoundary.doTransformation1D(), sgpp::datadriven::OperationRosenblattTransformation1DPolyClenshawCurtis.doTransformation1D(), sgpp::datadriven::OperationRosenblattTransformation1DModBsplineClenshawCurtis.doTransformation1D(), sgpp::datadriven::OperationRosenblattTransformation1DPolyClenshawCurtisBoundary.doTransformation1D(), sgpp::base::PolyBoundaryBasis< unsigned int, unsigned int >.eval(), sgpp::base::PolyClenshawCurtisBoundaryBasis< unsigned int, unsigned int >.eval(), sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >.eval(), sgpp::base::FundamentalSplineModifiedBasis< unsigned int, unsigned int >.eval(), sgpp::base::PolyModifiedClenshawCurtisBasis< unsigned int, unsigned int >.evalDx(), sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >.evalDx(), sgpp::base::FundamentalSplineModifiedBasis< unsigned int, unsigned int >.evalDx(), sgpp::base::FundamentalSplineBasis< unsigned int, unsigned int >.evalDxDx(), sgpp::base::FundamentalSplineModifiedBasis< unsigned int, unsigned int >.evalDxDx(), sgpp::datadriven::ModelFittingClassification.evaluate(), sgpp::pde::OperationParabolicPDESolverSystemDirichlet.generateRHS(), sgpp::combigrid::CombigridEvaluator< V >.getAllGridPoints(), sgpp::base::LinearModifiedClenshawCurtisBasis< unsigned int, unsigned int >.getDegree(), sgpp::base::PolyModifiedBasis< unsigned int, unsigned int >.getDegree(), sgpp::base::HashGridStorage.getNumberOfInnerPoints(), sgpp::datadriven::RefinementHandler.handleSurplusBasedRefinement(), sgpp::optimization::math.hessenbergForm(), sgpp::optimization::math.householderTransformation(), sgpp::datadriven::KDEMaximumLikelihoodCrossValidation.KDEMaximumLikelihoodCrossValidation(), sgpp::solver::StepsizeControl.maxNorm(), sgpp::pde::OperationMatrixLTwoDotBspline.mult(), sgpp::pde::OperationLaplacePolyClenshawCurtis.mult(), sgpp::pde::OperationMatrixLTwoDotBsplineClenshawCurtis.mult(), sgpp::pde::OperationLaplaceModPoly.mult(), sgpp::pde::OperationLaplaceBspline.mult(), sgpp::pde::OperationLaplaceBsplineBoundary.mult(), sgpp::pde::OperationLaplaceBsplineClenshawCurtis.mult(), sgpp::pde::OperationMatrixLTwoDotPolyClenshawCurtisBoundary.mult(), sgpp::pde::OperationLaplaceModBspline.mult(), sgpp::pde::OperationLaplaceModBsplineClenshawCurtis.mult(), sgpp::pde::OperationLaplaceModPolyClenshawCurtis.mult(), sgpp::pde::OperationLaplacePoly.mult(), sgpp::pde::OperationLaplacePolyBoundary.mult(), sgpp::pde::OperationMatrixLTwoDotPoly.mult(), sgpp::pde::OperationLaplacePolyClenshawCurtisBoundary.mult(), sgpp::pde::OperationMatrixLTwoDotBsplineBoundary.mult(), sgpp::pde::OperationMatrixLTwoDotPolyClenshawCurtis.mult(), sgpp::pde::OperationMatrixLTwoDotModBspline.mult(), sgpp::pde::OperationMatrixLTwoDotModBsplineClenshawCurtis.mult(), sgpp::pde::OperationMatrixLTwoDotModPolyClenshawCurtis.mult(), sgpp::pde::OperationMatrixLTwoDotPolyBoundary.mult(), sgpp::pde::OperationMatrixLTwoDotModPoly.mult(), sgpp::datadriven::NearestNeighbors.NearestNeighbors(), sgpp::base::BsplineClenshawCurtisBasis< unsigned int, unsigned int >.nonUniformBSpline(), sgpp::base::BsplineModifiedClenshawCurtisBasis< unsigned int, unsigned int >.nonUniformBSpline(), sgpp::base::BsplineClenshawCurtisBasis< unsigned int, unsigned int >.nonUniformBSplineDx(), sgpp::base::BsplineModifiedClenshawCurtisBasis< unsigned int, unsigned int >.nonUniformBSplineDx(), sgpp::base::BsplineClenshawCurtisBasis< unsigned int, unsigned int >.nonUniformBSplineDxDx(), sgpp::base::BsplineModifiedClenshawCurtisBasis< unsigned int, unsigned int >.nonUniformBSplineDxDx(), sgpp::datadriven::DBMatOnlineDE.normalize(), sgpp::pde::OperationLaplaceExplicitBspline.OperationLaplaceExplicitBspline(), sgpp::pde::OperationLaplaceExplicitModBspline.OperationLaplaceExplicitModBspline(), sgpp::pde::OperationMatrixLTwoDotExplicitBspline.OperationMatrixLTwoDotExplicitBspline(), sgpp::pde::OperationMatrixLTwoDotExplicitBsplineBoundary.OperationMatrixLTwoDotExplicitBsplineBoundary(), sgpp::pde::OperationMatrixLTwoDotExplicitBsplineClenshawCurtis.OperationMatrixLTwoDotExplicitBsplineClenshawCurtis(), sgpp::pde::OperationMatrixLTwoDotExplicitModBspline.OperationMatrixLTwoDotExplicitModBspline(), sgpp::pde::OperationMatrixLTwoDotExplicitModBsplineClenshawCurtis.OperationMatrixLTwoDotExplicitModBsplineClenshawCurtis(), sgpp::pde::OperationMatrixLTwoDotExplicitModPoly.OperationMatrixLTwoDotExplicitModPoly(), sgpp::pde::OperationMatrixLTwoDotExplicitModPolyClenshawCurtis.OperationMatrixLTwoDotExplicitModPolyClenshawCurtis(), sgpp::pde::OperationMatrixLTwoDotExplicitPoly.OperationMatrixLTwoDotExplicitPoly(), sgpp::pde::OperationMatrixLTwoDotExplicitPolyBoundary.OperationMatrixLTwoDotExplicitPolyBoundary(), sgpp::pde::OperationMatrixLTwoDotExplicitPolyClenshawCurtis.OperationMatrixLTwoDotExplicitPolyClenshawCurtis(), sgpp::pde::OperationMatrixLTwoDotExplicitPolyClenshawCurtisBoundary.OperationMatrixLTwoDotExplicitPolyClenshawCurtisBoundary(), operator delete(), operator delete[](), operator new(), operator new[](), sgpp::datadriven::GridPointBasedRefinementFunctor.operator()(), sgpp::datadriven::DataBasedRefinementFunctor.operator()(), sgpp::optimization::optimizer::BFGS.optimize(), sgpp::datadriven::GridPointBasedRefinementFunctor.preComputeEvaluations(), sgpp::datadriven::ZeroCrossingRefinementFunctor.preComputeEvaluations(), sgpp::solver::GroupLassoFunction.prox(), sgpp::optimization::math.schurDecomposition(), sgpp::solver::BiCGStab.solve(), sgpp::solver::BiCGStabSP.solve(), sgpp::optimization::sle_solver::BiCGStab.solve(), sgpp::datadriven::DatasetTools.splitset(), sgpp::datadriven::SparseGridDensityEstimator.splitset(), sgpp::datadriven::LearnerSGDE.splitset(), sgpp::datadriven::LearnerSGDEOnOffParallel.train(), sgpp::datadriven::LearnerSGDE.train(), sgpp::datadriven::SparseGridDensityEstimator.train(), sgpp::datadriven::LearnerSGDE.trainOnline(), sgpp::base::BsplineBasis< unsigned int, unsigned int >.uniformBSpline(), sgpp::datadriven::ModelFittingClassification.update(), sgpp::datadriven::OperationInverseRosenblattTransformation1DBspline.~OperationInverseRosenblattTransformation1DBspline(), sgpp::datadriven::OperationInverseRosenblattTransformation1DBsplineBoundary.~OperationInverseRosenblattTransformation1DBsplineBoundary(), sgpp::datadriven::OperationInverseRosenblattTransformation1DBsplineClenshawCurtis.~OperationInverseRosenblattTransformation1DBsplineClenshawCurtis(), sgpp::datadriven::OperationInverseRosenblattTransformation1DModBspline.~OperationInverseRosenblattTransformation1DModBspline(), sgpp::datadriven::OperationInverseRosenblattTransformation1DModBsplineClenshawCurtis.~OperationInverseRosenblattTransformation1DModBsplineClenshawCurtis(), sgpp::datadriven::OperationInverseRosenblattTransformation1DModPoly.~OperationInverseRosenblattTransformation1DModPoly(), sgpp::datadriven::OperationInverseRosenblattTransformation1DModPolyClenshawCurtis.~OperationInverseRosenblattTransformation1DModPolyClenshawCurtis(), sgpp::datadriven::OperationInverseRosenblattTransformation1DPoly.~OperationInverseRosenblattTransformation1DPoly(), sgpp::datadriven::OperationInverseRosenblattTransformation1DPolyBoundary.~OperationInverseRosenblattTransformation1DPolyBoundary(), sgpp::datadriven::OperationInverseRosenblattTransformation1DPolyClenshawCurtis.~OperationInverseRosenblattTransformation1DPolyClenshawCurtis(), sgpp::datadriven::OperationInverseRosenblattTransformation1DPolyClenshawCurtisBoundary.~OperationInverseRosenblattTransformation1DPolyClenshawCurtisBoundary(), and sgpp::combigrid::PolynomialQuadratureEvaluator.~PolynomialQuadratureEvaluator().

◆ parser

friedman.parser = optparse.OptionParser()

◆ r

float friedman.r = 0.3

◆ r_1

friedman.r_1 = math.sqrt(r ** 2 - p[0] ** 2)

◆ r_2

friedman.r_2 = math.sqrt(r ** 2 - p[0] ** 2 - p[1] ** 2)

◆ r_3

friedman.r_3 = math.sqrt(r ** 2 - p[0] ** 2 - p[1] ** 2 - p[2] ** 2)

◆ r_4

friedman.r_4 = math.sqrt(r ** 2 - p[0] ** 2 - p[1] ** 2 - p[2] ** 2 - p[3] ** 2)

◆ type

friedman.type

◆ X

friedman.X = DataMatrix(options.N, 11)

Referenced by sgpp::optimization::optimizer::CMAES.optimize(), sgpp::optimization::sle_solver::Armadillo.solve(), sgpp::optimization::sle_solver::Eigen.solve(), sgpp::optimization::sle_solver::UMFPACK.solve(), and sgpp::optimization::sle_solver::Auto.solve().