forward-class-declarations.hpp File Reference

Forward declarations for OpenKalman classes and related traits. More...

#include "coordinates/coordinates.hpp"

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Classes
struct	OpenKalman::diagonal_adapter< NestedObject >
	An adapter for creating a diagonal matrix or tensor. More...
struct	OpenKalman::internal::detail::is_diagonal_expr< T >
struct	OpenKalman::internal::detail::is_diagonal_expr< diagonal_adapter< NestedMatrix > >
struct	OpenKalman::HermitianAdapter< NestedObject, storage_triangle >
	A hermitian matrix wrapper. More...
struct	OpenKalman::internal::detail::is_hermitian_expr< T >
struct	OpenKalman::internal::detail::is_hermitian_expr< HermitianAdapter< NestedMatrix, storage_triangle > >
struct	OpenKalman::TriangularAdapter< NestedObject, tri >
	A triangular_adapter, where components above or below the diagonal (or both) are zero. More...
struct	OpenKalman::internal::detail::is_triangular_expr< T >
struct	OpenKalman::internal::detail::is_triangular_expr< TriangularAdapter< NestedMatrix, tri > >
struct	OpenKalman::FromEuclideanExpr< NestedObject, V0 >
	An expression that transforms angular or other modular vector space descriptors back from Euclidean space. More...
struct	OpenKalman::detail::is_from_euclidean_expr< T >
struct	OpenKalman::detail::is_from_euclidean_expr< FromEuclideanExpr< NestedMatrix, D > >
struct	OpenKalman::ToEuclideanExpr< NestedObject >
	An expression that transforms vector space descriptors into Euclidean space for application of directional statistics. More...
struct	OpenKalman::detail::is_to_euclidean_expr< T >
struct	OpenKalman::detail::is_to_euclidean_expr< ToEuclideanExpr< NestedObject > >
struct	OpenKalman::Matrix< RowCoefficients, ColumnCoefficients, NestedMatrix >
	A matrix with typed rows and columns. More...
struct	OpenKalman::internal::is_matrix< Matrix< RowCoefficients, ColumnCoefficients, NestedMatrix > >
struct	OpenKalman::Mean< RowCoefficients, NestedMatrix >
	A set of one or more column vectors, each representing a statistical mean. More...
struct	OpenKalman::internal::is_mean< Mean< Descriptor, NestedMatrix > >
struct	OpenKalman::EuclideanMean< RowCoefficients, NestedMatrix >
	Similar to a Mean, but the coefficients are transformed into Euclidean space, based on their type. More...
struct	OpenKalman::internal::is_euclidean_mean< EuclideanMean< Descriptor, NestedMatrix > >
struct	OpenKalman::Covariance< StaticDescriptor, NestedMatrix >
	A self-adjoint Covariance matrix. More...
struct	OpenKalman::internal::is_self_adjoint_covariance< Covariance< Descriptor, NestedMatrix > >
struct	OpenKalman::SquareRootCovariance< StaticDescriptor, NestedMatrix >
	The upper or lower triangle Cholesky factor (square root) of a covariance matrix. More...
struct	OpenKalman::internal::LibraryWrapper< NestedObject, LibraryObject >
struct	OpenKalman::internal::detail::is_library_wrapper< T >
struct	OpenKalman::internal::detail::is_library_wrapper< internal::LibraryWrapper< N, L > >
struct	OpenKalman::internal::FixedSizeAdapter< NestedObject, Descriptors >
struct	OpenKalman::internal::detail::is_fixed_size_adapter< T >
struct	OpenKalman::internal::detail::is_fixed_size_adapter< FixedSizeAdapter< NestedMatrix, Descriptors > >
struct	OpenKalman::internal::is_triangular_covariance< SquareRootCovariance< Descriptor, NestedMatrix > >
struct	OpenKalman::GaussianDistribution< StaticDescriptor, MeanNestedMatrix, CovarianceNestedMatrix, random_number_engine >
	A Gaussian distribution, defined in terms of a Mean and a Covariance. More...
struct	OpenKalman::internal::is_gaussian_distribution< GaussianDistribution< Descriptor, MeanNestedMatrix, CovarianceNestedMatrix, re > >

Namespaces
	OpenKalman
	The root namespace for OpenKalman.
	OpenKalman::detail
	T is an acceptable noise perturbation input to a tests.

Variables
template<typename T >
constexpr bool	OpenKalman::internal::diagonal_expr = detail::is_diagonal_expr<std::decay_t<T>>::value
	Specifies that T is a diagonal matrix based on the Eigen library (i.e., DiaginalMatrix).
template<typename T >
constexpr bool	OpenKalman::internal::hermitian_expr = detail::is_hermitian_expr<std::decay_t<T>>::value
	Specifies that T is a self-adjoint matrix based on the Eigen library (i.e., HermitianAdapter).
template<typename T >
constexpr bool	OpenKalman::internal::triangular_expr = detail::is_triangular_expr<std::decay_t<T>>::value
	Specifies that T is a triangular matrix based on the Eigen library (i.e., TriangularAdapter).
template<typename T >
constexpr bool	OpenKalman::from_euclidean_expr = detail::is_from_euclidean_expr<std::decay_t<T>>::value
	Specifies that T is an expression converting coefficients from Euclidean space (i.e., FromEuclideanExpr).
template<typename T >
constexpr bool	OpenKalman::to_euclidean_expr = detail::is_to_euclidean_expr<std::decay_t<T>>::value
	Specifies that T is an expression converting coefficients to Euclidean space (i.e., ToEuclideanExpr).
template<typename T >
constexpr bool	OpenKalman::euclidean_expr = from_euclidean_expr<T> or to_euclidean_expr<T>
	Specifies that T is either to_euclidean_expr or from_euclidean_expr.
template<typename T >
constexpr bool	OpenKalman::internal::library_wrapper
template<typename T >
constexpr bool	OpenKalman::internal::fixed_size_adapter

Detailed Description

Forward declarations for OpenKalman classes and related traits.

Variable Documentation

fixed_size_adapter

template<typename T >

constexpr bool OpenKalman::internal::fixed_size_adapter

Initial value:

=

    detail::is_fixed_size_adapter<std::decay_t<T>>::value

library_wrapper

template<typename T >

constexpr bool OpenKalman::internal::library_wrapper

Initial value:

=

      detail::is_library_wrapper<std::decay_t<T>>::value