#include <ConjugateGradients.hpp>
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| virtual void | calcStarting () |
| | function that signals the start of the calculation of the CG method (used in python) More...
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| virtual void | complete () |
| | function that signals the finish of the cg method (used in python) More...
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| | ConjugateGradients (size_t imax, double epsilon) |
| | Std-Constructor. More...
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| virtual void | iterationComplete () |
| | function that signals that one iteration step of the CG method has been completed (used in python) More...
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| virtual void | solve (sgpp::base::OperationMatrix &SystemMatrix, sgpp::base::DataVector &alpha, sgpp::base::DataVector &b, bool reuse=false, bool verbose=false, double max_threshold=-1.0) |
| | Pure virtual Function that defines a solve method for an iterative solver. More...
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| virtual void | starting () |
| | function that signals the start of the CG method (used in python) More...
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| virtual | ~ConjugateGradients () |
| | Std-Destructor. More...
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| | SLESolver (size_t imax, double epsilon) |
| | Std-Constructor. More...
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| virtual | ~SLESolver () |
| | Std-Destructor. More...
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| double | getEpsilon () |
| | gets the the epsilon, that is used in the SGSolver More...
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| size_t | getNumberIterations () |
| | function that returns the number of needed solve steps More...
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| double | getResiduum () |
| | function the returns the residuum (current or final), error of the solver More...
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| void | setEpsilon (double eps) |
| | resets the epsilon, that is used in the SGSolver More...
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| void | setMaxIterations (size_t nIterations) |
| | resets the number of maximum iterations More...
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| | SGSolver (size_t nMaximumIterations, double epsilon) |
| | Std-Constructor. More...
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| virtual | ~SGSolver () |
| | Std-Destructor. More...
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◆ ConjugateGradients()
| ConjugateGradients::ConjugateGradients |
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size_t |
imax, |
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double |
epsilon |
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◆ ~ConjugateGradients()
| ConjugateGradients::~ConjugateGradients |
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◆ calcStarting()
| void ConjugateGradients::calcStarting |
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function that signals the start of the calculation of the CG method (used in python)
Referenced by solve().
◆ complete()
| void ConjugateGradients::complete |
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function that signals the finish of the cg method (used in python)
Referenced by solve().
◆ iterationComplete()
| void ConjugateGradients::iterationComplete |
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function that signals that one iteration step of the CG method has been completed (used in python)
Referenced by solve().
◆ solve()
Pure virtual Function that defines a solve method for an iterative solver.
- Parameters
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| SystemMatrix | reference to an sgpp::base::OperationMatrix Object that implements the matrix vector multiplication |
| alpha | the sparse grid's coefficients which have to be determined |
| b | the right hand side of the system of linear equations |
| reuse | identifies if the alphas, stored in alpha at calling time, should be reused |
| verbose | prints information during execution of the solver |
| max_threshold | additional abort criteria for solver, default value is 10^-9! |
Implements sgpp::solver::SLESolver.
References sgpp::base::DataVector::add(), sgpp::base::DataVector::axpy(), calcStarting(), complete(), sgpp::base::DataVector::dotProduct(), sgpp::base::DataVector::getSize(), iterationComplete(), sgpp::base::OperationMatrix::mult(), sgpp::base::DataVector::mult(), sgpp::solver::SGSolver::myEpsilon, sgpp::solver::SGSolver::nIterations, sgpp::solver::SGSolver::nMaxIterations, chess::r, sgpp::solver::SGSolver::residuum, sgpp::base::DataVector::setAll(), and starting().
Referenced by sgpp::datadriven::AlgorithmAdaBoostIdentity::alphaSolver(), main(), sgpp::pde::PoissonEquationSolver::solvePDE(), sgpp::pde::PoissonEquationSolver::storeInnerSolution(), sgpp::datadriven::LearnerSGDE::train(), sgpp::datadriven::SparseGridDensityEstimator::train(), sgpp::datadriven::LearnerSGDE::trainOnline(), and sgpp::datadriven::ModelFittingDensityEstimationCG::update().
◆ starting()
| void ConjugateGradients::starting |
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function that signals the start of the CG method (used in python)
Referenced by solve().
The documentation for this class was generated from the following files: