symmetric.hpp
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HPP
1,677 行
//// Copyright (c) 2000-2002// Joerg Walter, Mathias Koch//// Distributed under the Boost Software License, Version 1.0. (See// accompanying file LICENSE_1_0.txt or copy at// http://www.boost.org/LICENSE_1_0.txt)//// The authors gratefully acknowledge the support of// GeNeSys mbH & Co. KG in producing this work.//#ifndef _BOOST_UBLAS_SYMMETRIC_#define _BOOST_UBLAS_SYMMETRIC_#include <boost/numeric/ublas/matrix.hpp>#include <boost/numeric/ublas/triangular.hpp>#include <boost/numeric/ublas/detail/temporary.hpp>// Iterators based on ideas of Jeremy Siek// Symmetric matrices are square. Thanks to Peter Schmitteckert for spotting this.namespace boost { namespace numeric { namespace ublas { template<class M> bool is_symmetric (const M &m) { typedef typename M::size_type size_type; if (m.size1 () != m.size2 ()) return false; size_type size = BOOST_UBLAS_SAME (m.size1 (), m.size2 ()); for (size_type i = 0; i < size; ++ i) { for (size_type j = i; j < size; ++ j) { if (m (i, j) != m (j, i)) return false; } } return true; } // Array based symmetric matrix class template<class T, class TRI, class L, class A> class symmetric_matrix: public matrix_container<symmetric_matrix<T, TRI, L, A> > { typedef T *pointer; typedef TRI triangular_type; typedef L layout_type; typedef symmetric_matrix<T, TRI, L, A> self_type; public:#ifdef BOOST_UBLAS_ENABLE_PROXY_SHORTCUTS using matrix_container<self_type>::operator ();#endif typedef typename A::size_type size_type; typedef typename A::difference_type difference_type; typedef T value_type; typedef const T &const_reference; typedef T &reference; typedef A array_type; typedef const matrix_reference<const self_type> const_closure_type; typedef matrix_reference<self_type> closure_type; typedef vector<T, A> vector_temporary_type; typedef matrix<T, L, A> matrix_temporary_type; // general sub-matrix typedef packed_tag storage_category; typedef typename L::orientation_category orientation_category; // Construction and destruction BOOST_UBLAS_INLINE symmetric_matrix (): matrix_container<self_type> (), size_ (0), data_ (0) {} BOOST_UBLAS_INLINE symmetric_matrix (size_type size): matrix_container<self_type> (), size_ (BOOST_UBLAS_SAME (size, size)), data_ (triangular_type::packed_size (layout_type (), size, size)) { } BOOST_UBLAS_INLINE symmetric_matrix (size_type size1, size_type size2): matrix_container<self_type> (), size_ (BOOST_UBLAS_SAME (size1, size2)), data_ (triangular_type::packed_size (layout_type (), size1, size2)) { } BOOST_UBLAS_INLINE symmetric_matrix (size_type size, const array_type &data): matrix_container<self_type> (), size_ (size), data_ (data) {} BOOST_UBLAS_INLINE symmetric_matrix (const symmetric_matrix &m): matrix_container<self_type> (), size_ (m.size_), data_ (m.data_) {} template<class AE> BOOST_UBLAS_INLINE symmetric_matrix (const matrix_expression<AE> &ae): matrix_container<self_type> (), size_ (BOOST_UBLAS_SAME (ae ().size1 (), ae ().size2 ())), data_ (triangular_type::packed_size (layout_type (), size_, size_)) { matrix_assign<scalar_assign> (*this, ae); } // Accessors BOOST_UBLAS_INLINE size_type size1 () const { return size_; } BOOST_UBLAS_INLINE size_type size2 () const { return size_; } // Storage accessors BOOST_UBLAS_INLINE const array_type &data () const { return data_; } BOOST_UBLAS_INLINE array_type &data () { return data_; } // Resizing BOOST_UBLAS_INLINE void resize (size_type size, bool preserve = true) { if (preserve) { self_type temporary (size, size); detail::matrix_resize_preserve<layout_type, triangular_type> (*this, temporary); } else { data ().resize (triangular_type::packed_size (layout_type (), size, size)); size_ = size; } } BOOST_UBLAS_INLINE void resize (size_type size1, size_type size2, bool preserve = true) { resize (BOOST_UBLAS_SAME (size1, size2), preserve); } BOOST_UBLAS_INLINE void resize_packed_preserve (size_type size) { size_ = BOOST_UBLAS_SAME (size, size); data ().resize (triangular_type::packed_size (layout_type (), size_, size_), value_type ()); } // Element access BOOST_UBLAS_INLINE const_reference operator () (size_type i, size_type j) const { BOOST_UBLAS_CHECK (i < size_, bad_index ()); BOOST_UBLAS_CHECK (j < size_, bad_index ()); if (triangular_type::other (i, j)) return data () [triangular_type::element (layout_type (), i, size_, j, size_)]; else return data () [triangular_type::element (layout_type (), j, size_, i, size_)]; } BOOST_UBLAS_INLINE reference at_element (size_type i, size_type j) { BOOST_UBLAS_CHECK (i < size_, bad_index ()); BOOST_UBLAS_CHECK (j < size_, bad_index ()); return data () [triangular_type::element (layout_type (), i, size_, j, size_)]; } BOOST_UBLAS_INLINE reference operator () (size_type i, size_type j) { BOOST_UBLAS_CHECK (i < size_, bad_index ()); BOOST_UBLAS_CHECK (j < size_, bad_index ()); if (triangular_type::other (i, j)) return data () [triangular_type::element (layout_type (), i, size_, j, size_)]; else return data () [triangular_type::element (layout_type (), j, size_, i, size_)]; } // Element assignment BOOST_UBLAS_INLINE reference insert_element (size_type i, size_type j, const_reference t) { return (operator () (i, j) = t); } BOOST_UBLAS_INLINE void erase_element (size_type i, size_type j) { operator () (i, j) = value_type/*zero*/(); } // Zeroing BOOST_UBLAS_INLINE void clear () { // data ().clear (); std::fill (data ().begin (), data ().end (), value_type/*zero*/()); } // Assignment BOOST_UBLAS_INLINE symmetric_matrix &operator = (const symmetric_matrix &m) { size_ = m.size_; data () = m.data (); return *this; } BOOST_UBLAS_INLINE symmetric_matrix &assign_temporary (symmetric_matrix &m) { swap (m); return *this; } template<class AE> BOOST_UBLAS_INLINE symmetric_matrix &operator = (const matrix_expression<AE> &ae) { self_type temporary (ae); return assign_temporary (temporary); } template<class AE> BOOST_UBLAS_INLINE symmetric_matrix &assign (const matrix_expression<AE> &ae) { matrix_assign<scalar_assign> (*this, ae); return *this; } template<class AE> BOOST_UBLAS_INLINE symmetric_matrix& operator += (const matrix_expression<AE> &ae) { self_type temporary (*this + ae); return assign_temporary (temporary); } template<class AE> BOOST_UBLAS_INLINE symmetric_matrix &plus_assign (const matrix_expression<AE> &ae) { matrix_assign<scalar_plus_assign> (*this, ae); return *this; } template<class AE> BOOST_UBLAS_INLINE symmetric_matrix& operator -= (const matrix_expression<AE> &ae) { self_type temporary (*this - ae); return assign_temporary (temporary); } template<class AE> BOOST_UBLAS_INLINE symmetric_matrix &minus_assign (const matrix_expression<AE> &ae) { matrix_assign<scalar_minus_assign> (*this, ae); return *this; } template<class AT> BOOST_UBLAS_INLINE symmetric_matrix& operator *= (const AT &at) { matrix_assign_scalar<scalar_multiplies_assign> (*this, at); return *this; } template<class AT> BOOST_UBLAS_INLINE symmetric_matrix& operator /= (const AT &at) { matrix_assign_scalar<scalar_divides_assign> (*this, at); return *this; } // Swapping BOOST_UBLAS_INLINE void swap (symmetric_matrix &m) { if (this != &m) { std::swap (size_, m.size_); data ().swap (m.data ()); } } BOOST_UBLAS_INLINE friend void swap (symmetric_matrix &m1, symmetric_matrix &m2) { m1.swap (m2); } // Iterator types#ifdef BOOST_UBLAS_USE_INDEXED_ITERATOR typedef indexed_iterator1<self_type, packed_random_access_iterator_tag> iterator1; typedef indexed_iterator2<self_type, packed_random_access_iterator_tag> iterator2; typedef indexed_const_iterator1<self_type, dense_random_access_iterator_tag> const_iterator1; typedef indexed_const_iterator2<self_type, dense_random_access_iterator_tag> const_iterator2;#else class const_iterator1; class iterator1; class const_iterator2; class iterator2;#endif typedef reverse_iterator_base1<const_iterator1> const_reverse_iterator1; typedef reverse_iterator_base1<iterator1> reverse_iterator1; typedef reverse_iterator_base2<const_iterator2> const_reverse_iterator2; typedef reverse_iterator_base2<iterator2> reverse_iterator2; // Element lookup BOOST_UBLAS_INLINE const_iterator1 find1 (int /* rank */, size_type i, size_type j) const { return const_iterator1 (*this, i, j); } BOOST_UBLAS_INLINE iterator1 find1 (int rank, size_type i, size_type j) { if (rank == 1) i = triangular_type::mutable_restrict1 (i, j, size1(), size2()); if (rank == 0) i = triangular_type::global_mutable_restrict1 (i, size1(), j, size2()); return iterator1 (*this, i, j); } BOOST_UBLAS_INLINE const_iterator2 find2 (int /* rank */, size_type i, size_type j) const { return const_iterator2 (*this, i, j); } BOOST_UBLAS_INLINE iterator2 find2 (int rank, size_type i, size_type j) { if (rank == 1) j = triangular_type::mutable_restrict2 (i, j, size1(), size2()); if (rank == 0) j = triangular_type::global_mutable_restrict2 (i, size1(), j, size2()); return iterator2 (*this, i, j); } // Iterators simply are indices.#ifndef BOOST_UBLAS_USE_INDEXED_ITERATOR class const_iterator1: public container_const_reference<symmetric_matrix>, public random_access_iterator_base<dense_random_access_iterator_tag, const_iterator1, value_type> { public: typedef typename symmetric_matrix::value_type value_type; typedef typename symmetric_matrix::difference_type difference_type; typedef typename symmetric_matrix::const_reference reference; typedef const typename symmetric_matrix::pointer pointer; typedef const_iterator2 dual_iterator_type; typedef const_reverse_iterator2 dual_reverse_iterator_type; // Construction and destruction BOOST_UBLAS_INLINE const_iterator1 (): container_const_reference<self_type> (), it1_ (), it2_ () {} BOOST_UBLAS_INLINE const_iterator1 (const self_type &m, size_type it1, size_type it2): container_const_reference<self_type> (m), it1_ (it1), it2_ (it2) {} BOOST_UBLAS_INLINE const_iterator1 (const iterator1 &it): container_const_reference<self_type> (it ()), it1_ (it.it1_), it2_ (it.it2_) {} // Arithmetic BOOST_UBLAS_INLINE const_iterator1 &operator ++ () { ++ it1_; return *this; } BOOST_UBLAS_INLINE const_iterator1 &operator -- () {
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