Linear algebra (matrix/vector wrappers and solvers).

Classes

• class vtb::linalg::Invalid_matrix
• template <class T>
class vtb::linalg::Lower_triangular_matrix
• template <class T>
class vtb::linalg::Lower_triangular_matrix_ldlt
• template <class T>
class vtb::linalg::Lower_upper_triangular_matrix
• template <class T>
class vtb::linalg::Matrix
• template <class T>
class vtb::linalg::Positive_definite_matrix
• template <class T>
class vtb::linalg::Square_matrix
• template <class T>
class vtb::linalg::Symmetric_matrix
• template <class T>
class vtb::linalg::Vector

Functions

• template <class T>
conj(const std::complex< T > & z) -> std::complex< T >
• conj(double x) -> float
• conj(float x) -> float
• template <class T>
det(const Square_matrix< T > & rhs) -> T
• template <class T>
det(const Lower_upper_triangular_matrix< T > & rhs) -> T
• template <class T>
eigen_values(const Symmetric_matrix< T > & rhs, T eps, int nsweeps) -> Vector< T >
• template <class T>
inverse(const Square_matrix< T > & rhs) -> T
• template <class T>
inverse(const Lower_upper_triangular_matrix< T > & rhs) -> T
• template <class T>
lower_upper_triangular(const Matrix< T > & rhs) -> Lower_upper_triangular_matrix< T >
• template <class NewMatrix, class OldMatrix>
matrix_cast(OldMatrix & rhs) -> NewMatrix &
• template <class NewMatrix, class OldMatrix>
matrix_cast(const OldMatrix & rhs) -> const NewMatrix &
• template <class T>
operator*(const Matrix< T > & lhs, const Matrix< T > & rhs) -> Matrix< T >
• template <class T>
operator*(const Matrix< T > & lhs, const Vector< T > & rhs) -> Vector< T >
• template <class T>
product(const Matrix< T > & lhs, const Matrix< T > & rhs) -> Matrix< T >
• template <class T>
product(const Matrix< T > & lhs, const Vector< T > & rhs) -> Vector< T >
• template <class T>
solve(const Positive_definite_matrix< T > & lhs, const Vector< T > & rhs) -> Vector< T >
• template <class T>
solve(const Symmetric_matrix< T > & lhs, const Vector< T > & rhs) -> Vector< T >
• template <class T>
solve(const Square_matrix< T > & lhs, const Vector< T > & rhs) -> Vector< T >
• template <class T>
solve(const Lower_upper_triangular_matrix< T > & lhs, const Vector< T > & rhs) -> Vector< T >
• template <class T>
trace(const Square_matrix< T > & rhs) -> T