primatologist-gpl 6.0.4
Class Hierarchy

Go to the graphical class hierarchy

This inheritance list is sorted roughly, but not completely, alphabetically:
[detail level 123]
 Caims::math::AckleyMany local minima with a stingy enveloppe
 Caims::math::BealeConvex function with a very flat minimum
 Caims::math::Booth
 Caims::math::Bukin6Strong valley. D1 but not C1
 Caims::math::internal::CompareVolumeRefAdress< T, U >
 Caims::math::internal::CompareVolumeRefAdress< T, T >
 Caims::proba::internal::CompPairLabelProba< P >
 Caims::math::CrossInTrayBarriers and local minima Not C1
 Caims::math::EasomPicky hole
 Caims::math::EggholderNot C1
 Caims::EnumInfo< T >
 Cstd::exceptionSTL class
 Cstd::logic_errorSTL class
 Caims::math::incompatible_matrix_exceptionThis exception is thrown when an attempt is made at multiplying two matrices with incompatible dimensions
 Caims::math::GoldsteinPriceConvex function with a very flat minimum and valleys
 Caims::GradientDescent< O, L >
 Caims::math::HolderTableNot C1
 Caims::type::identity< T >
 Caims::math::Levi13Many local minima
 Caims::math::MatyasSmooth valley
 Caims::math::McCormick
 Caims::Newton< O, L >Newton's Method for optimization
 Caims::NoLineSearch< O >Object used by classes that can take a line search tool as template argument but need a default object when no line search is needed
 Caims::NormalDistribution
 Caims::NormalEstimation< DataType, WeightType, MaskType >
 CProcess
 Caims::io::internal::VolumeConvertReader< T >
 Caims::math::RastriginMany local minima with a smooth enveloppe
 Caims::math::RosenbrockConvex function with a valley
 Caims::math::Schaffer2
 Caims::math::Schaffer4
 Caims::math::SphereFConvex function with a simple minimum
 Caims::math::StyblinskiTang
 Caims::math::ThreeHumpCamelVery flat valley
 Ccarto::VolumeRef
 Caims::math::MatrixBase< float >
 Caims::math::MatrixBase< double >
 Caims::math::MatrixBase< T >Matrix class implementing matrix operations
 Caims::WolfeLineSearch< O >Once an ascent direction is given, this class performs a line search that respects wolfe conditions