#include <linearAlgebra/LinearAlgebraTypes.h>
#include <linearAlgebra/BlasLapackTypedef.h>
#include <linearAlgebra/LinAlgOpContext.h>
#include <utils/TypeConfig.h>
#include "BlasLapack.t.cpp"

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Namespaces
namespace	dftefe
	dealii includes

namespace	dftefe::linearAlgebra

namespace	dftefe::linearAlgebra::blasLapack

Functions
template<typename ValueType , typename dftefe::utils::MemorySpace memorySpace>
real_type< ValueType >	dftefe::linearAlgebra::blasLapack::asum (size_type n, ValueType const *x, size_type incx, LinAlgOpContext< memorySpace > &context)

template<typename ValueType , typename dftefe::utils::MemorySpace memorySpace>
real_type< ValueType >	dftefe::linearAlgebra::blasLapack::amax (size_type n, ValueType const *x, size_type incx, LinAlgOpContext< memorySpace > &context)

template<typename ValueType , typename dftefe::utils::MemorySpace memorySpace>
std::vector< double >	dftefe::linearAlgebra::blasLapack::amaxsMultiVector (size_type vecSize, size_type numVec, ValueType const *multiVecData, LinAlgOpContext< memorySpace > &context)
	Template for computing $ l_{\inf} $ norms of all the numVec vectors in a multi Vector. More...

template<typename ValueType1 , typename ValueType2 , typename dftefe::utils::MemorySpace memorySpace>
void	dftefe::linearAlgebra::blasLapack::axpy (size_type n, scalar_type< ValueType1, ValueType2 > alpha, ValueType1 const x, size_type incx, ValueType2 y, size_type incy, LinAlgOpContext< memorySpace > &context)

template<typename ValueType1 , typename ValueType2 , typename dftefe::utils::MemorySpace memorySpace>
void	dftefe::linearAlgebra::blasLapack::reciprocalX (size_type n, const ValueType1 alpha, ValueType2 const x, scalar_type< ValueType1, ValueType2 > y, LinAlgOpContext< memorySpace > &context)
	Template for computing the multiplicative inverse of all the elements of x, does not check if any element is zero computes \f $ y[i] = \frac{alpha}{x[i]} $ \f. More...

template<typename ValueType1 , typename ValueType2 , typename dftefe::utils::MemorySpace memorySpace>
void	dftefe::linearAlgebra::blasLapack::hadamardProduct (size_type n, const ValueType1 x, const ValueType2 y, scalar_type< ValueType1, ValueType2 > *z, LinAlgOpContext< memorySpace > &context)
	Template for performing $ z = \alpha x$ @param[in] size size of the array @param[in] $ alpha $ scalar @param[in] x array @param[out] z array / template <typename ValueType1, typename ValueType2, typename dftefe::utils::MemorySpace memorySpace> void ascale(size_type n, ValueType1 alpha, const ValueType2 x, scalar_type<ValueType1, ValueType2> z, LinAlgOpContext<memorySpace> & context); /* @brief Template for performing $ z_i = x_i * y_i$. More...

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Functions