Library of Assembled Shared Sources
matrix_vector.inl
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1/** @file
2 * @author Bram de Greve (bram@cocamware.com)
3 * @author Tom De Muer (tom@cocamware.com)
4 *
5 * *** BEGIN LICENSE INFORMATION ***
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13 * the Original Developer. In addition, Exhibit A has been modified to be consistent
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22 * The Initial Developer of the Original Code is Bram de Greve and Tom De Muer.
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40 * *** END LICENSE INFORMATION ***
41 */
42
43
44
45#ifndef LASS_GUARDIAN_OF_INCLUSION_NUM_MATRIX_VECTOR_INL
46#define LASS_GUARDIAN_OF_INCLUSION_NUM_MATRIX_VECTOR_INL
47
48#include "num_common.h"
49#include "matrix_vector.h"
50
51namespace lass
52{
53namespace num
54{
55
56#define LASS_NUM_MATRIX_VECTOR_ENFORCE_ADJACENT_DIMENSION(a, b)\
57 *LASS_UTIL_IMPL_MAKE_ENFORCER(\
58 ::lass::util::impl::EqualPredicate,\
59 ::lass::util::impl::DefaultRaiser,\
60 (a).columns(), \
61 (b).size(), \
62 "Matrix '" LASS_STRINGIFY(a) "' and Vector '" LASS_STRINGIFY(b) "' have no adjacent dimensions for multiplication in '" LASS_HERE "'.")
63
64
65
66// --- free ----------------------------------------------------------------------------------------
67
68/** multiply matrix with column vector
69 * @relates lass::num::Matrix
70 * @relatesalso lass::num::Vector
71 */
72template <typename T, typename S1, typename S2>
74operator*(const Matrix<T, S1>& iA, const Vector<T, S2>& iB)
75{
76 LASS_NUM_MATRIX_VECTOR_ENFORCE_ADJACENT_DIMENSION(iA, iB);
77 typedef impl::MVRightProd<T, S1, S2> TExpression;
78 return Vector<T, TExpression>(TExpression(iA.storage(), iB.storage()));
79}
80
81
82
83/** Create diagonal matrix from vector
84 * @relates lass::num::Matrix
85 * @relatesalso lass::num::Vector
86 * @sa lass::num::Matrix::isDiagonal
87 */
88template <typename T, typename S>
89Matrix<T, impl::MVDiag<T, S> > diagonal(const Vector<T, S>& iB)
90{
91 typedef impl::MVDiag<T, S> TExpression;
92 return Matrix<T, TExpression>(TExpression(iB.storage()));
93}
94
95
96
97/** Solves set of equation A * X == B
98 * @relates lass::num::Matrix
99 * @relatesalso lass::num::Vector
100 * @sa lass::num::Matrix::solve
101 */
102template <typename T, typename S>
103void solve(const Matrix<T, S>& iA, Vector<T>& iB)
104{
105 typedef impl::MVColumn<T, typename Vector<T>::TStorage > TAdaptor;
106 Matrix<T, TAdaptor> adaptedB(TAdaptor(iB.storage()));
107 solve(iA, adaptedB);
108}
109
110
111
112}
113
114}
115
116#endif
117
118// EOF
a dynamic sized n-dimensional matrix with expression templates
Definition matrix.h:70
a dynamic sized n-dimensional vector with vector expression templates
Definition vector.h:71
Vector< T, impl::MVRightProd< T, S1, S2 > > operator*(const Matrix< T, S1 > &iA, const Vector< T, S2 > &iB)
multiply matrix with column vector
Matrix< T, impl::MVDiag< T, S > > diagonal(const Vector< T, S > &iB)
Create diagonal matrix from vector.
void solve(const Matrix< T, S > &iA, Vector< T > &iB)
Solves set of equation A * X == B.
numeric types and traits.
Definition basic_ops.h:70
Library for Assembled Shared Sources.
Definition config.h:53