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template<typename T0 > |
auto | sopt::proximal::euclidian_norm (typename real_type< typename T0::Scalar >::type const &t, Eigen::MatrixBase< T0 > const &x) -> decltype(EuclidianNorm(), t, x) |
| Proximal of the euclidian norm. More...
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template<typename T0 , typename T1 > |
void | sopt::proximal::l1_norm (Eigen::DenseBase< T0 > &out, typename real_type< typename T0::Scalar >::type gamma, Eigen::DenseBase< T1 > const &x) |
| Proximal of the l1 norm. More...
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template<typename T0 , typename T1 , typename T2 > |
void | sopt::proximal::l1_norm (Eigen::DenseBase< T0 > &out, Eigen::DenseBase< T2 > const &gamma, Eigen::DenseBase< T1 > const &x) |
| Proxmal of the weighted l1 norm. More...
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template<typename S > |
void | sopt::proximal::l1_norm (Vector< S > &out, typename real_type< S >::type gamma, Vector< S > const &x) |
| Proximal of the l1 norm \detail This specialization makes it easier to use in algorithms, e.g. within SDMM::append . More...
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template<typename T0 , typename T1 > |
void | sopt::proximal::l2_norm (Eigen::DenseBase< T0 > &out, typename real_type< typename T0::Scalar >::type gamma, Eigen::DenseBase< T1 > const &x) |
| Proximal of the l2 norm (note this is different from the l2 ball indicator function) More...
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template<typename T0 , typename T1 , typename T2 > |
void | sopt::proximal::l2_norm (Eigen::DenseBase< T0 > &out, Eigen::DenseBase< T2 > const &gamma, Eigen::DenseBase< T1 > const &x) |
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template<typename T0 , typename T1 > |
void | sopt::proximal::tv_norm (Eigen::DenseBase< T0 > &out, typename real_type< typename T0::Scalar >::type gamma, Eigen::DenseBase< T1 > const &x) |
| Proximal of the l1,2 norm that is used in the TV norm. More...
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template<typename T0 , typename T1 , typename T2 > |
void | sopt::proximal::tv_norm (Eigen::DenseBase< T0 > &out, Eigen::DenseBase< T2 > const &gamma, Eigen::DenseBase< T1 > const &x) |
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template<typename T0 , typename T1 > |
void | sopt::proximal::id (Eigen::DenseBase< T0 > &out, typename real_type< typename T0::Scalar >::type gamma, Eigen::DenseBase< T1 > const &x) |
| Proximal of a function that is always zero, the identity. More...
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template<typename T > |
auto | sopt::proximal::l1_norm (typename real_type< typename T::Scalar >::type gamma, Eigen::DenseBase< T > const &x) -> decltype(sopt::soft_threshhold(x, gamma)) |
| Proximal of l1 norm. More...
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template<typename T > |
void | sopt::proximal::positive_quadrant (Vector< T > &out, typename real_type< T >::type, Vector< T > const &x) |
| Proximal for projection on the positive quadrant. More...
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template<typename FUNCTION , typename VECTOR > |
Translation< FUNCTION, VECTOR > | sopt::proximal::translate (FUNCTION const &func, VECTOR const &translation) |
| Translates given proximal by given vector. More...
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