hermitian.hpp
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HPP
1,677 行
typename self_type::#endif iterator1 begin () const { return (*this) ().find1 (1, 0, it2_); } BOOST_UBLAS_INLINE#ifdef BOOST_UBLAS_MSVC_NESTED_CLASS_RELATION typename self_type::#endif iterator1 end () const { return (*this) ().find1 (1, (*this) ().size1 (), it2_); } BOOST_UBLAS_INLINE#ifdef BOOST_UBLAS_MSVC_NESTED_CLASS_RELATION typename self_type::#endif reverse_iterator1 rbegin () const { return reverse_iterator1 (end ()); } BOOST_UBLAS_INLINE#ifdef BOOST_UBLAS_MSVC_NESTED_CLASS_RELATION typename self_type::#endif reverse_iterator1 rend () const { return reverse_iterator1 (begin ()); }#endif // Indices BOOST_UBLAS_INLINE size_type index1 () const { return it1_; } BOOST_UBLAS_INLINE size_type index2 () const { return it2_; } // Assignment BOOST_UBLAS_INLINE iterator2 &operator = (const iterator2 &it) { container_reference<self_type>::assign (&it ()); it1_ = it.it1_; it2_ = it.it2_; return *this; } // Comparison BOOST_UBLAS_INLINE bool operator == (const iterator2 &it) const { BOOST_UBLAS_CHECK (&(*this) () == &it (), external_logic ()); BOOST_UBLAS_CHECK (it1_ == it.it1_, external_logic ()); return it2_ == it.it2_; } BOOST_UBLAS_INLINE bool operator < (const iterator2 &it) const { BOOST_UBLAS_CHECK (&(*this) () == &it (), external_logic ()); BOOST_UBLAS_CHECK (it1_ == it.it1_, external_logic ()); return it2_ < it.it2_; } private: size_type it1_; size_type it2_; friend class const_iterator2; };#endif BOOST_UBLAS_INLINE iterator2 begin2 () { return find2 (0, 0, 0); } BOOST_UBLAS_INLINE iterator2 end2 () { return find2 (0, 0, size_); } // Reverse iterators BOOST_UBLAS_INLINE const_reverse_iterator1 rbegin1 () const { return const_reverse_iterator1 (end1 ()); } BOOST_UBLAS_INLINE const_reverse_iterator1 rend1 () const { return const_reverse_iterator1 (begin1 ()); } BOOST_UBLAS_INLINE reverse_iterator1 rbegin1 () { return reverse_iterator1 (end1 ()); } BOOST_UBLAS_INLINE reverse_iterator1 rend1 () { return reverse_iterator1 (begin1 ()); } BOOST_UBLAS_INLINE const_reverse_iterator2 rbegin2 () const { return const_reverse_iterator2 (end2 ()); } BOOST_UBLAS_INLINE const_reverse_iterator2 rend2 () const { return const_reverse_iterator2 (begin2 ()); } BOOST_UBLAS_INLINE reverse_iterator2 rbegin2 () { return reverse_iterator2 (end2 ()); } BOOST_UBLAS_INLINE reverse_iterator2 rend2 () { return reverse_iterator2 (begin2 ()); } private: size_type size_; array_type data_; }; // Hermitian matrix adaptor class template<class M, class TRI> class hermitian_adaptor: public matrix_expression<hermitian_adaptor<M, TRI> > { typedef hermitian_adaptor<M, TRI> self_type; typedef typename M::value_type &true_reference; public:#ifdef BOOST_UBLAS_ENABLE_PROXY_SHORTCUTS using matrix_expression<self_type>::operator ();#endif typedef const M const_matrix_type; typedef M matrix_type; typedef TRI triangular_type; typedef typename M::size_type size_type; typedef typename M::difference_type difference_type; typedef typename M::value_type value_type; typedef typename M::value_type const_reference;#ifndef BOOST_UBLAS_STRICT_HERMITIAN typedef typename boost::mpl::if_<boost::is_const<M>, typename M::value_type, typename M::reference>::type reference;#else typedef typename boost::mpl::if_<boost::is_const<M>, typename M::value_type, hermitian_matrix_element<self_type> >::type reference;#endif typedef typename boost::mpl::if_<boost::is_const<M>, typename M::const_closure_type, typename M::closure_type>::type matrix_closure_type; typedef const self_type const_closure_type; typedef self_type closure_type; // Replaced by _temporary_traits to avoid type requirements on M //typedef typename M::vector_temporary_type vector_temporary_type; //typedef typename M::matrix_temporary_type matrix_temporary_type; typedef typename storage_restrict_traits<typename M::storage_category, packed_proxy_tag>::storage_category storage_category; typedef typename M::orientation_category orientation_category; // Construction and destruction BOOST_UBLAS_INLINE hermitian_adaptor (matrix_type &data): matrix_expression<self_type> (), data_ (data) { BOOST_UBLAS_CHECK (data_.size1 () == data_.size2 (), bad_size ()); } BOOST_UBLAS_INLINE hermitian_adaptor (const hermitian_adaptor &m): matrix_expression<self_type> (), data_ (m.data_) { BOOST_UBLAS_CHECK (data_.size1 () == data_.size2 (), bad_size ()); } // Accessors BOOST_UBLAS_INLINE size_type size1 () const { return data_.size1 (); } BOOST_UBLAS_INLINE size_type size2 () const { return data_.size2 (); } // Storage accessors BOOST_UBLAS_INLINE const matrix_closure_type &data () const { return data_; } BOOST_UBLAS_INLINE matrix_closure_type &data () { return data_; } // Element access#ifndef BOOST_UBLAS_PROXY_CONST_MEMBER BOOST_UBLAS_INLINE const_reference operator () (size_type i, size_type j) const { BOOST_UBLAS_CHECK (i < size1 (), bad_index ()); BOOST_UBLAS_CHECK (j < size2 (), bad_index ()); // if (i == j) // return type_traits<value_type>::real (data () (i, i)); // else if (triangular_type::other (i, j)) return data () (i, j); else return type_traits<value_type>::conj (data () (j, i)); } BOOST_UBLAS_INLINE reference operator () (size_type i, size_type j) { BOOST_UBLAS_CHECK (i < size1 (), bad_index ()); BOOST_UBLAS_CHECK (j < size2 (), bad_index ());#ifndef BOOST_UBLAS_STRICT_HERMITIAN if (triangular_type::other (i, j)) return data () (i, j); else { external_logic ().raise (); return conj_ = type_traits<value_type>::conj (data () (j, i)); }#else if (triangular_type::other (i, j)) return reference (*this, i, j, data () (i, j)); else return reference (*this, i, j, type_traits<value_type>::conj (data () (j, i)));#endif } BOOST_UBLAS_INLINE true_reference insert_element (size_type i, size_type j, value_type t) { BOOST_UBLAS_CHECK (i < size1 (), bad_index ()); BOOST_UBLAS_CHECK (j < size2 (), bad_index ()); // if (i == j) // data () (i, i) = type_traits<value_type>::real (t); // else if (triangular_type::other (i, j)) return data () (i, j) = t; else return data () (j, i) = type_traits<value_type>::conj (t); }#else BOOST_UBLAS_INLINE reference operator () (size_type i, size_type j) { BOOST_UBLAS_CHECK (i < size1 (), bad_index ()); BOOST_UBLAS_CHECK (j < size2 (), bad_index ());#ifndef BOOST_UBLAS_STRICT_HERMITIAN if (triangular_type::other (i, j)) return data () (i, j); else { external_logic ().raise (); return conj_ = type_traits<value_type>::conj (data () (j, i)); }#else if (triangular_type::other (i, j)) return reference (*this, i, j, data () (i, j)); else return reference (*this, i, j, type_traits<value_type>::conj (data () (j, i)));#endif } BOOST_UBLAS_INLINE true_reference insert_element (size_type i, size_type j, value_type t) { BOOST_UBLAS_CHECK (i < size1 (), bad_index ()); BOOST_UBLAS_CHECK (j < size2 (), bad_index ()); // if (i == j) // data () (i, i) = type_traits<value_type>::real (t); // else if (triangular_type::other (i, j)) return data () (i, j) = t; else return data () (j, i) = type_traits<value_type>::conj (t); }#endif // Assignment BOOST_UBLAS_INLINE hermitian_adaptor &operator = (const hermitian_adaptor &m) { matrix_assign<scalar_assign, triangular_type> (*this, m); return *this; } BOOST_UBLAS_INLINE hermitian_adaptor &assign_temporary (hermitian_adaptor &m) { *this = m; return *this; } template<class AE> BOOST_UBLAS_INLINE hermitian_adaptor &operator = (const matrix_expression<AE> &ae) { matrix_assign<scalar_assign, triangular_type> (*this, matrix<value_type> (ae)); return *this; } template<class AE> BOOST_UBLAS_INLINE hermitian_adaptor &assign (const matrix_expression<AE> &ae) { matrix_assign<scalar_assign, triangular_type> (*this, ae); return *this; } template<class AE> BOOST_UBLAS_INLINE hermitian_adaptor& operator += (const matrix_expression<AE> &ae) { matrix_assign<scalar_assign, triangular_type> (*this, matrix<value_type> (*this + ae)); return *this; } template<class AE> BOOST_UBLAS_INLINE hermitian_adaptor &plus_assign (const matrix_expression<AE> &ae) { matrix_assign<scalar_plus_assign, triangular_type> (*this, ae); return *this; } template<class AE> BOOST_UBLAS_INLINE hermitian_adaptor& operator -= (const matrix_expression<AE> &ae) { matrix_assign<scalar_assign, triangular_type> (*this, matrix<value_type> (*this - ae)); return *this; } template<class AE> BOOST_UBLAS_INLINE hermitian_adaptor &minus_assign (const matrix_expression<AE> &ae) { matrix_assign<scalar_minus_assign, triangular_type> (*this, ae); return *this; } template<class AT> BOOST_UBLAS_INLINE hermitian_adaptor& operator *= (const AT &at) { // Multiplication is only allowed for real scalars, // otherwise the resulting matrix isn't hermitian. // Thanks to Peter Schmitteckert for spotting this. BOOST_UBLAS_CHECK (type_traits<value_type>::imag (at) == 0, non_real ()); matrix_assign_scalar<scalar_multiplies_assign> (*this, at); return *this; } template<class AT> BOOST_UBLAS_INLINE hermitian_adaptor& operator /= (const AT &at) { // Multiplication is only allowed for real scalars, // otherwise the resulting matrix isn't hermitian. // Thanks to Peter Schmitteckert for spotting this. BOOST_UBLAS_CHECK (type_traits<value_type>::imag (at) == 0, non_real ());
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