/usr/include/trilinos/Kokkos_Sparse_MV.hpp is in libtrilinos-kokkos-kernels-dev 12.12.1-5.
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// KokkosKernels 0.9: Linear Algebra and Graph Kernels
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#ifndef KOKKOS_SPARSE_MV_HPP_
#define KOKKOS_SPARSE_MV_HPP_
#include "Kokkos_Sparse_impl_spmv.hpp"
#include <type_traits>
namespace KokkosSparse {
template<class AlphaType, class AMatrix, class XVector, class BetaType, class YVector>
void
spmv (const char mode[],
const AlphaType& alpha,
const AMatrix& A,
const XVector& x,
const BetaType& beta,
const YVector& y,
const RANK_TWO)
{
// Make sure that both x and y have the same rank.
static_assert (XVector::rank == YVector::rank,
"KokkosBlas::spmv: Vector ranks do not match.");
// Make sure that y is non-const.
static_assert (std::is_same<typename YVector::value_type,
typename YVector::non_const_value_type>::value,
"KokkosBlas::spmv: Output Vector must be non-const.");
// Check compatibility of dimensions at run time.
if ((mode[0] == NoTranspose[0]) || (mode[0] == Conjugate[0])) {
if ((x.dimension_1 () != y.dimension_1 ()) ||
(static_cast<size_t> (A.numCols ()) > static_cast<size_t> (x.dimension_0 ())) ||
(static_cast<size_t> (A.numRows ()) > static_cast<size_t> (y.dimension_0 ()))) {
std::ostringstream os;
os << "KokkosBlas::spmv: Dimensions do not match: "
<< ", A: " << A.numRows () << " x " << A.numCols()
<< ", x: " << x.dimension_0 () << " x " << x.dimension_1 ()
<< ", y: " << y.dimension_0 () << " x " << y.dimension_1 ();
Kokkos::Impl::throw_runtime_exception (os.str ());
}
} else {
if ((x.dimension_1 () != y.dimension_1 ()) ||
(static_cast<size_t> (A.numCols ()) > static_cast<size_t> (y.dimension_0 ())) ||
(static_cast<size_t> (A.numRows ()) > static_cast<size_t> (x.dimension_0 ()))) {
std::ostringstream os;
os << "KokkosBlas::spmv: Dimensions do not match (transpose): "
<< ", A: " << A.numRows () << " x " << A.numCols()
<< ", x: " << x.dimension_0 () << " x " << x.dimension_1 ()
<< ", y: " << y.dimension_0 () << " x " << y.dimension_1 ();
Kokkos::Impl::throw_runtime_exception (os.str ());
}
}
typedef KokkosSparse::CrsMatrix<typename AMatrix::const_value_type,
typename AMatrix::ordinal_type,
typename AMatrix::device_type,
Kokkos::MemoryTraits<Kokkos::Unmanaged>,
typename AMatrix::size_type> AMatrix_Internal;
AMatrix_Internal A_i = A;
// Call single-vector version if appropriate
if (x.dimension_1() == 1) {
typedef Kokkos::View<typename XVector::const_value_type*,
typename Kokkos::Impl::if_c<std::is_same<typename YVector::array_layout, Kokkos::LayoutLeft>::value,
Kokkos::LayoutLeft, Kokkos::LayoutStride>::type,
typename XVector::device_type,
Kokkos::MemoryTraits<Kokkos::Unmanaged|Kokkos::RandomAccess> > XVector_SubInternal;
typedef Kokkos::View<typename YVector::non_const_value_type*,
typename Kokkos::Impl::if_c<std::is_same<typename YVector::array_layout,Kokkos::LayoutLeft>::value,
Kokkos::LayoutLeft,Kokkos::LayoutStride>::type,
typename YVector::device_type,
Kokkos::MemoryTraits<Kokkos::Unmanaged> > YVector_SubInternal;
XVector_SubInternal x_i = Kokkos::subview (x, Kokkos::ALL (), 0);
YVector_SubInternal y_i = Kokkos::subview (y, Kokkos::ALL (), 0);
spmv (mode, alpha, A, x_i, beta, y_i);
return;
}
else {
typedef Kokkos::View<typename XVector::const_value_type**,
typename XVector::array_layout,
typename XVector::device_type,
Kokkos::MemoryTraits<Kokkos::Unmanaged|Kokkos::RandomAccess> > XVector_Internal;
typedef Kokkos::View<typename YVector::non_const_value_type**,
typename YVector::array_layout,
typename YVector::device_type,
Kokkos::MemoryTraits<Kokkos::Unmanaged> > YVector_Internal;
XVector_Internal x_i = x;
YVector_Internal y_i = y;
return Impl::SPMV_MV<typename AMatrix_Internal::value_type,
typename AMatrix_Internal::ordinal_type,
typename AMatrix_Internal::device_type,
typename AMatrix_Internal::memory_traits,
typename AMatrix_Internal::size_type,
typename XVector_Internal::value_type**,
typename XVector_Internal::array_layout,
typename XVector_Internal::device_type,
typename XVector_Internal::memory_traits,
typename YVector_Internal::value_type**,
typename YVector_Internal::array_layout,
typename YVector_Internal::device_type,
typename YVector_Internal::memory_traits>::spmv_mv (mode, alpha, A, x, beta, y);
}
}
/// \brief Public interface to local sparse matrix-vector multiply.
///
/// Compute y = beta*y + alpha*Op(A)*x, where x and y are either both
/// rank 1 (single vectors) or rank 2 (multivectors) Kokkos::View
/// instances, A is a KokkosSparse::CrsMatrix, and Op(A) is determined
/// by \c mode. If beta == 0, ignore and overwrite the initial
/// entries of y; if alpha == 0, ignore the entries of A and x.
///
/// \param mode [in] "N" for no transpose, "T" for transpose, or "C"
/// for conjugate transpose.
/// \param alpha [in] Scalar multiplier for the matrix A.
/// \param A [in] The sparse matrix; KokkosSparse::CrsMatrix instance.
/// \param x [in] Either a single vector (rank-1 Kokkos::View) or
/// multivector (rank-2 Kokkos::View).
/// \param beta [in] Scalar multiplier for the (multi)vector y.
/// \param y [in/out] Either a single vector (rank-1 Kokkos::View) or
/// multivector (rank-2 Kokkos::View). It must have the same number
/// of columns as x.
template <class AlphaType, class AMatrix, class XVector, class BetaType, class YVector>
void
spmv(const char mode[],
const AlphaType& alpha,
const AMatrix& A,
const XVector& x,
const BetaType& beta,
const YVector& y) {
typedef typename Kokkos::Impl::if_c<XVector::rank == 2, RANK_TWO, RANK_ONE>::type RANK_SPECIALISE;
spmv (mode, alpha, A, x, beta, y, RANK_SPECIALISE ());
}
} // namespace KokkosSparse
#endif // KOKKOS_SPARSE_MV_HPP_
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