Uses of Class
de.torstennahm.integrate.IntegrationFailedException

Packages that use IntegrationFailedException
de.torstennahm.integrate This package and its subpackages provide routines for multi-dimensional integration. 
de.torstennahm.integrate.sparse This package provides routines for multi-dimensional integration using the sparse grid algorithm and its adaptive version. 
de.torstennahm.integrate.sparse.evaluateindex Provides routines for the evaluation of indexes form the adaptive sparse integration index set. 
 

Uses of IntegrationFailedException in de.torstennahm.integrate
 

Methods in de.torstennahm.integrate that throw IntegrationFailedException
 IntegrationResult ProductIntegrator.integrate(de.torstennahm.math.Function integrand, StopCondition condition, java.util.List<Visualizer> visualizers)
           
 IntegrationResult Integrator.integrate(I integrand, StopCondition condition)
          Convenience method for integration run without visualizers.
abstract  IntegrationResult Integrator.integrate(I integrand, StopCondition condition, java.util.List<Visualizer> visualizers)
          Performs numerical integration of the integrand until the given condition is fulfilled.
 IntegrationResult Integrator.integrateAbsTol(I integrand, double absoluteTolerance)
          Convenience method for integration until the absolute estimated error is less than than the specified threshold.
 IntegrationResult Integrator.integrateAbsTol(I integrand, double absoluteTolerance, java.util.List<Visualizer> visualizers)
          Convenience method for integration with visualizers until the absolute estimated error is less than than the specified threshold.
 IntegrationResult Integrator.integrateByPoints(I integrand, long evals)
          Convenience method for integration until the specified number of evaluations has been reached.
 IntegrationResult Integrator.integrateByPoints(I integrand, long evals, java.util.List<Visualizer> visualizers)
          Convenience method for integration with visualizers until the specified number of evaluations has been reached.
 IntegrationResult Integrator.integrateRelTol(I integrand, double relativeTolerance)
          Convenience method for integration until the absolute estimated error is less than than the specified threshold.
 IntegrationResult Integrator.integrateRelTol(I integrand, double relativeTolerance, java.util.List<Visualizer> visualizers)
          Convenience method for integration with visualizers until the relative estimated error is less than than the specified threshold.
 

Uses of IntegrationFailedException in de.torstennahm.integrate.sparse
 

Methods in de.torstennahm.integrate.sparse that throw IntegrationFailedException
 IntegrationResult SimplexIntegrator.integrate(Evaluator evaluator, StopCondition condition, java.util.List<Visualizer> visualizers)
           
 IntegrationResult EstimateIntegrator.integrate(Evaluator evaluator, StopCondition condition, java.util.List<Visualizer> visualizers)
           
 IntegrationResult WeightedIntegrator.integrate(Evaluator evaluator, StopCondition condition, java.util.List<Visualizer> visualizers)
           
 IntegrationResult EvaluateIntegrator.integrate(Evaluator evaluator, StopCondition condition, java.util.List<Visualizer> visualizers)
           
 IntegrationResult DefaultSparseIntegrator.integrate(de.torstennahm.math.Function function, StopCondition condition, java.util.List<Visualizer> visualizers)
           
 double ProductWeightIntegrator.integrateWithIndex(de.torstennahm.math.Function function, Index index)
          Integrates the function at the specified index by using the tensor product of one-dimensional quadrature formulas.
 double ProductWeightIntegrator.integrateWithNodes(de.torstennahm.math.Function function, int[] nodes)
           
 

Uses of IntegrationFailedException in de.torstennahm.integrate.sparse.evaluateindex
 

Methods in de.torstennahm.integrate.sparse.evaluateindex that throw IntegrationFailedException
 double Evaluator.deltaEvaluate(Index index)
          Evaluates the integration function for the given integration index.
 double DeltaWeightEvaluator.deltaEvaluate(Index index)