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78 /*! \libinternal \file
79 * \brief Declares gmx::layout_right for mdspan.
81 * \author David Hollman <dshollm@sandia.gov>
82 * \author Christian Blau <cblau@gwdg.de>
85 #ifndef MDSPAN_LAYOUTS_H
86 #define MDSPAN_LAYOUTS_H
89 #include <type_traits>
94 /*! \libinternal \brief Right-aligned array layout indexer.
95 * Carries the mapping class performing the translation from multidimensional
96 * index to one-dimensional number.
102 /*! \libinternal \brief Mapping from multidimensional indices within extents to 1D index.
103 * \tparam Extents the extents of the multidimensional integers for the mapping.
105 template<class Extents
>
113 //! exposing the type of indices
114 using index_type
= ptrdiff_t;
115 //! exposing the type of the extents
116 using extents_type
= Extents
;
117 //! Default constructor.
118 constexpr mapping() noexcept
= default;
119 //! Default move constructor.
120 constexpr mapping( mapping
&& ) noexcept
= default;
121 //! Default copy constructor.
122 constexpr mapping( const mapping
& ) noexcept
= default;
123 //! Default move assignment
124 mapping
&operator= ( mapping
&& ) noexcept
= default;
125 //! Default copy assignment
126 mapping
&operator= ( const mapping
& ) noexcept
= default;
127 /*! \brief Construct mapping, setting extents
128 * \param[in] ext the extents
130 constexpr mapping( const Extents
&ext
) noexcept
131 : m_extents( ext
) {}
132 /*! \brief Return the extents.
135 constexpr const Extents
&extents() const noexcept
{ return m_extents
; }
138 /* \brief End recursion helper function for static offset calculation.
139 * \param[in] sum The accumulated offset over all dimensions
140 * \returns The offset.
142 static constexpr index_type
143 offset( const size_t /*r*/, const ptrdiff_t sum
)
146 /* \brief Statically calculate offset from index and extent.
147 * For a multidimensional index (i0,i1,..,in), in a right memory
148 * layout, 'i0' denotes the slowest moving dimension and
149 * 'in' the fastest moving dimension.
150 * The overall offset within extents N = (N0,..,Nn) is then
151 * offest = i0 * N1 * .. * Nn + i1 * N2 * .. * Nn + in-1 * Nn + in
152 * = (((i0*N1+i1)*N2+i2)*N3+i3) ...
153 * \param[in] r current rank
154 * \param[in] sum current sum up to this rank
156 * \oaram[in] indices The rest of the paramter pack.
157 * \returns The offset.
159 template<class ... Indices
>
160 inline constexpr index_type
161 offset( const size_t r
, ptrdiff_t sum
, const index_type i
, Indices
... indices
) const noexcept
163 return offset( r
+1, sum
* m_extents
.extent(r
) + i
, indices
...);
167 /*! \brief Return the size of the underlying one-dimensional
168 * data structure, so that the mapping is always valid.
170 * \returns number of span elements
172 constexpr index_type
required_span_size() const noexcept
175 for (size_t r
= 0; r
< m_extents
.rank(); r
++)
177 size
*= m_extents
.extent(r
);
182 /*! \brief Map the multidimensional indices to 1D.
183 * Requires number of indicies have the same dimensionality as the mapping.
184 * \tparam Indices type of the indices to be mapped
185 * \param[in] indices the indices to be mapped
186 * \returns One-dimensional integer index.
188 template<class ... Indices
>
189 std::enable_if_t
<sizeof ... (Indices
) == Extents::rank(), index_type
>
190 constexpr operator()( Indices
... indices
) const noexcept
191 { return offset( 0, 0, indices
... ); }
193 //! Report that this mapping is always unique.
194 static constexpr bool is_always_unique() noexcept
{ return true; }
195 //! Report that this mapping is always contiguous.
196 static constexpr bool is_always_contiguous() noexcept
{ return true; }
197 //! Report that this mapping is always strided.
198 static constexpr bool is_always_strided() noexcept
{ return true; }
200 //! Report that this mapping is unique.
201 constexpr bool is_unique() const noexcept
{ return true; }
202 //! Report that this mapping is contiguous.
203 constexpr bool is_contiguous() const noexcept
{ return true; }
204 //! Report that this mapping is strided.
205 constexpr bool is_strided() const noexcept
{ return true; }
206 /*!\brief Return the stride of dimension r.
207 * \param[in] R rank of the stride to be queried.
208 * \returns the stride along dimension r.
210 constexpr index_type
stride(const size_t R
) const noexcept
212 ptrdiff_t stride
= 1;
213 for (size_t r
= m_extents
.rank()-1; r
> R
; r
--)
215 stride
*= m_extents
.extent(r
);
222 }; // class layout_right
225 #endif /* end of include guard: MDSPAN_LAYOUTS_H */