#include <AnalyticModels.hpp>
◆ eval()
◆ alpha1
      
        
          | double sgpp::combigrid::Parabola::alpha1 = 5.0 | 
        
      
 
 
◆ alpha2
      
        
          | double sgpp::combigrid::Parabola::alpha2 = 3.0 | 
        
      
 
 
◆ beta1
      
        
          | double sgpp::combigrid::Parabola::beta1 = 4.0 | 
        
      
 
 
◆ beta2
      
        
          | double sgpp::combigrid::Parabola::beta2 = 2.0 | 
        
      
 
 
◆ bounds
      
        
          | std::vector<double> sgpp::combigrid::Parabola::bounds {0, 1} | 
        
      
 
Referenced by python.uq.dists.SGDEdist.SGDEdist::cov(), python.uq.dists.EstimatedDist.EstimatedDist::getBounds(), python.uq.dists.NatafDist.NatafDist::getBounds(), python.uq.dists.LibAGFDist.LibAGFDist::getBounds(), python.uq.dists.SGDEdist.SGDEdist::getJointTransformation(), python.uq.dists.SGDEdist.SGDEdist::marginalize(), python.uq.dists.NatafDist.NatafDist::marginalizeToDimX(), python.uq.dists.SGDEdist.SGDEdist::marginalizeToDimX(), python.uq.dists.KDEDist.KDEDist::toJson(), python.uq.dists.NatafDist.NatafDist::toJson(), and python.uq.dists.SGDEdist.SGDEdist::toJson().
 
 
◆ c1
      
        
          | double sgpp::combigrid::Parabola::c1 = std::tgamma(alpha1 + beta1) / (std::tgamma(alpha1) * std::tgamma(beta1)) | 
        
      
 
 
◆ c2
      
        
          | double sgpp::combigrid::Parabola::c2 = std::tgamma(alpha2 + beta2) / (std::tgamma(alpha2) * std::tgamma(beta2)) | 
        
      
 
 
◆ mean
      
        
          | double sgpp::combigrid::Parabola::mean = c1 * c2 / 4725.0 | 
        
      
 
 
◆ numDims
      
        
          | size_t sgpp::combigrid::Parabola::numDims = 2 | 
        
      
 
Referenced by python.uq.operations.forcePositivity.operationMakePositiveFast.OperationMakePositiveFast::addFullGridPoints(), python.uq.operations.forcePositivity.localHierarchicalIntersectionSearch.LocalHierarchicalIntersectionCandidates::computeAnisotropicFullGrid(), python.uq.operations.forcePositivity.localHierarchicalIntersectionSearch.LocalHierarchicalIntersectionCandidates::computeCandidates(), python.uq.operations.forcePositivity.localFullGridSearch.LocalFullGridCandidates::computeCandidates(), python.uq.operations.forcePositivity.localFullGridSearch.LocalFullGrid::computeGlobalFullGrid(), python.uq.operations.forcePositivity.localFullGridSearch.LocalFullGridCandidates::findInnerIntersection(), python.uq.operations.forcePositivity.localHierarchicalIntersectionSearch.LocalHierarchicalIntersectionCandidates::findIntersectionsOfOverlappingSuppportsForOneGridPoint(), python.uq.operations.forcePositivity.localFullGridSearch.LocalFullGridCandidates::findIntersectionsOfOverlappingSuppportsForOneGridPoint(), python.uq.operations.forcePositivity.localFullGridSearch.LocalFullGridCandidates::findOuterIntersection(), python.uq.operations.forcePositivity.localHierarchicalIntersectionSearch.LocalHierarchicalIntersectionCandidates::getLocalFullGridLevel(), python.uq.operations.forcePositivity.localFullGridSearch.LocalFullGridCandidates::getLocalFullGridLevel(), python.uq.operations.forcePositivity.localHierarchicalIntersectionSearch.LocalHierarchicalIntersectionCandidates::getLocalMaxLevel(), python.uq.operations.forcePositivity.localFullGridSearch.LocalFullGridCandidates::getLocalMaxLevel(), python.uq.operations.forcePositivity.operationMakePositiveFast.OperationMakePositiveFast::makePositive(), python.uq.models.testEnvironments.ProbabilisticSpaceSGpp::normal(), python.uq.operations.forcePositivity.localFullGridSearch.LocalFullGridCandidates::splitFullGrids(), python.uq.operations.forcePositivity.localFullGridSearch.LocalFullGridCandidates::splitLocalFullGrids(), python.uq.operations.forcePositivity.localFullGridSearch.LocalFullGrid::transformToReferenceGrid(), and python.uq.models.testEnvironments.ProbabilisticSpaceSGpp::uniform().
 
 
◆ tolerance
      
        
          | double sgpp::combigrid::Parabola::tolerance = 1e-13 | 
        
      
 
 
◆ variance
      
        
          | double sgpp::combigrid::Parabola::variance | 
        
      
 
Initial value:                    2 * 
c1 * 
c1 * 
c2 * 
c2 / 22325625.0 + 4.0 * 
c1 * 
c2 / 24255.0
 
 
 
The documentation for this struct was generated from the following file: