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路径: \\game3dprogramming\materials\GameFactory\GameFactoryDemo\references\boost_1_35_0\boost\gil\extension\dynamic_image\reduce.hpp
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/* Copyright 2005-2007 Adobe Systems Incorporated Use, modification and distribution are subject to 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). See http://opensource.adobe.com/gil for most recent version including documentation. */ /*************************************************************************************************/ #ifndef GIL_REDUCE_HPP #define GIL_REDUCE_HPP #include
#include
#include
#include
#include
#include
#include
#include
#include
#include
#include "../../metafunctions.hpp" #include "../../typedefs.hpp" #include "dynamic_at_c.hpp" //////////////////////////////////////////////////////////////////////////////////////// /// \file /// \brief Constructs for static-to-dynamic integer convesion /// \author Lubomir Bourdev and Hailin Jin \n /// Adobe Systems Incorporated /// \date 2005-2007 \n Last updated on May 4, 2006 /// //////////////////////////////////////////////////////////////////////////////////////// #ifdef GIL_REDUCE_CODE_BLOAT // Max number of cases in the cross-expension of binary operation for it to be reduced as unary #define GIL_BINARY_REDUCE_LIMIT 226 namespace boost { namespace mpl { /////////////////////////////////////////////////////// /// Mapping vector - represents the mapping of one type vector to another /// It is not a full-blown MPL Random Access Type sequence; just has at_c and size implemented /// /// SrcTypes, DstTypes: MPL Random Access Type Sequences /// /// Implements size and at_c to behave as if this is an MPL vector of integers /////////////////////////////////////////////////////// template
struct mapping_vector {}; template
struct at_c
, K> { static const std::size_t value=size
::value - order
::type>::type::value +1; typedef size_t
type; }; template
struct size
> { typedef typename size
::type type; static const std::size_t value=type::value; }; /////////////////////////////////////////////////////// /// copy_to_vector - copies a sequence (mpl::set) to vector. /// /// Temporary solution because I couldn't get mpl::copy to do this. /// This is what I tried: /// mpl::copy
> >::type; /// It works when SET is mpl::vector, but not when SET is mpl::set... /////////////////////////////////////////////////////// namespace detail { template
struct copy_to_vector_impl { private: typedef typename deref
::type T; typedef typename next
::type next; typedef typename copy_to_vector_impl
::type rest; public: typedef typename push_front
::type type; }; template
struct copy_to_vector_impl
{ typedef vector
::type> type; }; } template
struct copy_to_vector { typedef typename detail::copy_to_vector_impl
::type, size
::value>::type type; }; template <> struct copy_to_vector
> { typedef vector0<> type; }; } } // boost::mpl namespace boost { namespace gil { /////////////////////////////////////////////////////// /// /// unary_reduce, binary_reduce - given an MPL Random Access Sequence, /// dynamically specified index to that container, the bits of an instance of the corresponding type and /// a generic operation, invokes the operation on the given type /// /////////////////////////////////////////////////////// /////////////////////////////////////////////////////// /// /// \brief Unary reduce. /// /// Given a set of types and an operation, reduces each type in the set (to reduced_t), then removes duplicates (to unique_t) /// To apply the operation, first constructs a lookup table that maps each element from Types to its place in unique_t and uses it to map /// the index to anther index (in map_index). Then invokes apply_operation_base on the unique types with the new index. /// /////////////////////////////////////////////////////// template
struct unary_reduce_impl { typedef typename mpl::transform
>::type reduced_t; typedef typename mpl::copy
, mpl::insert
> >::type unique_t; static const bool is_single=mpl::size
::value==1; }; template
::is_single> struct unary_reduce : public unary_reduce_impl
{ typedef typename unary_reduce_impl
::reduced_t reduced_t; typedef typename unary_reduce_impl
::unique_t unique_t; static unsigned short inline map_index(std::size_t index) { typedef typename mpl::mapping_vector
indices_t; return gil::at_c
(index); } template
GIL_FORCEINLINE static typename Op::result_type applyc(const Bits& bits, std::size_t index, Op op) { return apply_operation_basec
(bits,map_index(index),op); } template
GIL_FORCEINLINE static typename Op::result_type apply(Bits& bits, std::size_t index, Op op) { return apply_operation_base
(bits,map_index(index),op); } }; template
struct unary_reduce
: public unary_reduce_impl
{ typedef typename unary_reduce_impl
::unique_t unique_t; static unsigned short inline map_index(std::size_t index) { return 0; } template
GIL_FORCEINLINE static typename Op::result_type applyc(const Bits& bits, std::size_t index, Op op) { return op(*gil_reinterpret_cast_c
::type*>(&bits)); } template
GIL_FORCEINLINE static typename Op::result_type apply(Bits& bits, std::size_t index, Op op) { return op(*gil_reinterpret_cast
::type*>(&bits)); } }; /////////////////////////////////////////////////////// /// /// \brief Binary reduce. /// /// Given two sets of types, Types1 and Types2, first performs unary reduction on each. Then checks if the product of their sizes is above /// the GIL_BINARY_REDUCE_LIMIT limit. If so, the operation is too complex to be binary-reduced and uses a specialization of binary_reduce_impl /// to simply call the binary apply_operation_base (which performs two nested 1D apply operations) /// If the operation is not too complex, uses the other specialization of binary_reduce_impl to create a cross-product of the input types /// and performs unary reduction on the result (bin_reduced_t). To apply the binary operation, it simply invokes a unary apply_operation_base /// on the reduced cross-product types /// /////////////////////////////////////////////////////// namespace detail { struct pair_generator { template
struct apply { typedef std::pair
::type*, const typename mpl::at_c
::type*> type; }; }; // When the types are not too large, applies reduce on their cross product template
struct binary_reduce_impl { //private: typedef typename mpl::copy_to_vector
::type vec1_types; typedef typename mpl::copy_to_vector
::type vec2_types; typedef mpl::cross_vector
, pair_generator> BIN_TYPES; typedef unary_reduce
bin_reduced_t; static unsigned short inline map_index(std::size_t index1, std::size_t index2) { unsigned short r1=Unary1::map_index(index1); unsigned short r2=Unary2::map_index(index2); return bin_reduced_t::map_index(r2*mpl::size
::value + r1); } public: typedef typename bin_reduced_t::unique_t unique_t; template
static typename Op::result_type inline apply(const Bits1& bits1, std::size_t index1, const Bits2& bits2, std::size_t index2, Op op) { std::pair
pr(&bits1, &bits2); return apply_operation_basec
(pr, map_index(index1,index2),op); } }; // When the types are large performs a double-dispatch. Binary reduction is not done. template
struct binary_reduce_impl
{ template
static typename Op::result_type inline apply(const Bits1& bits1, std::size_t index1, const Bits2& bits2, std::size_t index2, Op op) { return apply_operation_base
(bits1, index1, bits2, index2, op); } }; } template
struct binary_reduce { //private: typedef unary_reduce
unary1_t; typedef unary_reduce
unary2_t; static const std::size_t CROSS_SIZE = mpl::size
::value * mpl::size
::value; typedef detail::binary_reduce_impl
GIL_BINARY_REDUCE_LIMIT)> impl; public: template
static typename Op::result_type inline apply(const Bits1& bits1, std::size_t index1, const Bits2& bits2, std::size_t index2, Op op) { return impl::apply(bits1,index1,bits2,index2,op); } }; template
GIL_FORCEINLINE typename UnaryOp::result_type apply_operation(variant
& arg, UnaryOp op) { return unary_reduce
::template apply(arg._bits, arg._index ,op); } template
GIL_FORCEINLINE typename UnaryOp::result_type apply_operation(const variant
& arg, UnaryOp op) { return unary_reduce
::template applyc(arg._bits, arg._index ,op); } template
GIL_FORCEINLINE typename BinaryOp::result_type apply_operation(const variant
& arg1, const variant
& arg2, BinaryOp op) { return binary_reduce
::template apply(arg1._bits, arg1._index, arg2._bits, arg2._index, op); } #undef GIL_BINARY_REDUCE_LIMIT } } // namespace gil namespace boost { namespace mpl { /////////////////////////////////////////////////////// /// \brief Represents the virtual cross-product of the types generated from VecOfVecs. /// \ingroup CrossVector /// INPUT: /// VecOfVecs - a vector of vector types. For example [ [A1,A2,A3], [B1,B2], [C1,C2,C3,C4] ] /// Each element must be a non-empty mpl vector /// TypeGen - a metafunction that generates a type from a vector of types, each of which can be /// selected from the corresponding vector in VecOfVecs. For example, [A1, B2, C4] /// /// Represents the virtual cross-product of the types generated from VecOfVecs. /// For example, [ TypeGen[A1,B1,C1], TypeGen[A2,B1,C1], TypeGen[A3,B1,C1], /// TypeGen[A1,B2,C1], TypeGen[A2,B2,C1], TypeGen[A3,B2,C1], /// TypeGen[A1,B1,C2], TypeGen[A2,B1,C2], TypeGen[A3,B1,C2], ... ] /// /// Models an immutable MPL Random Access Sequence /// Traversal, random-access, etc, is defined, but mutable operations, /// such as push_back and pop_front are not supported /////////////////////////////////////////////////////// template
struct cross_vector {}; /// \brief Iterator of cross_vector /// \ingroup CrossVectorIterator template
struct cross_iterator { typedef mpl::random_access_iterator_tag category; }; /////////////////////////////////////////////////////// /// Implementation of the iterator functions of cross vector /////////////////////////////////////////////////////// /// \brief Dereferences a cross-vector iterator /// \ingroup CrossVectorIterator /// Creates a vector of the sizes of each type vector in VecOfVecs, then uses it as a basis /// to represent the iterator's position K as a vector of indices. Extracts the corresponding type of /// each input vector and passes the element types to the type generation function, which returns the dereferenced type template
struct deref
> { private: typedef typename detail::select_subvector_c
::type DerefTypes; public: typedef typename TypeGen::template apply
::type type; }; /// \brief Increments a cross-vector iterator. /// \ingroup CrossVectorIterator template
struct next
> { typedef cross_iterator
type; }; /// \brief Decrements a cross-vector iterator. /// \ingroup CrossVectorIterator template
struct prior
> { typedef cross_iterator
type; }; /// \brief Advances a cross-vector iterator. /// \ingroup CrossVectorIterator template
struct advance
, Distance > { typedef cross_iterator
type; }; /// \brief Computes the distance between two cross-vector iterator-s. /// \ingroup CrossVectorIterator // (shortened the names of the template arguments - otherwise doxygen cannot parse this...) template
struct distance
, cross_iterator
> { typedef size_t
type; }; /////////////////////////////////////////////////////// /// Implementation of cross vector /////////////////////////////////////////////////////// /// \brief Computes the size of a cross vector as the product of the sizes of all vectors in VecOfVecs /// \ingroup CrossVector template
struct size
> { typedef typename fold
, times<_1, size<_2> > >::type type; static const std::size_t value=type::value; }; /// \brief Determines whether a cross vector is empty /// \ingroup CrossVector template
struct empty
> { typedef typename empty
::type type; }; /// \brief Returns the K-th element of a cross vector /// \ingroup CrossVector template
struct at
, K> { private: typedef cross_iterator
KthIterator; public: typedef typename deref
::type type; }; /// \brief Returns an iterator to the first element of a cross vector /// \ingroup CrossVector template
struct begin
> { typedef cross_iterator
type; }; /// \brief Returns an iterator to the last element of a cross vector /// \ingroup CrossVector template
struct end
> { private: typedef cross_vector
this_t; public: typedef cross_iterator
::value> type; }; /// \brief Returns the first element of a cross vector /// \ingroup CrossVector template
struct front
> { private: typedef cross_vector
this_t; public: typedef typename deref
::type>::type type; }; /// \brief Returns the last element of a cross vector /// \ingroup CrossVector template
struct back
> { private: typedef cross_vector
this_t; typedef typename size
::type size; typedef typename minus
>::type last_index; public: typedef typename at
::type type; }; /// \brief Transforms the elements of a cross vector /// \ingroup CrossVector template
struct transform
, OPP > { typedef typename lambda
::type Op; struct adapter { template
struct apply { typedef typename TypeGen::template apply
::type orig_t; typedef typename Op::template apply
::type type; }; }; typedef cross_vector
type; }; } } // boost::mpl namespace boost { namespace gil { template
struct type_to_index; template
struct view_is_basic; struct rgb_t; struct lab_t; struct hsb_t; struct cmyk_t; struct rgba_t; struct error_t; namespace detail { //////////////////////////////////////////////////////// //// //// Generic reduce operation //// //////////////////////////////////////////////////////// template
struct reduce { typedef T type; }; //////////////////////////////////////////////////////// //// //// Unary reduce_view operation. Splits into basic and non-basic views. //// Algorithm-specific reduce should specialize for basic views //// //////////////////////////////////////////////////////// template
struct reduce_view_basic { typedef View type; }; template
struct reduce
> : public reduce_view_basic
,view_is_basic
>::value> {}; //////////////////////////////////////////////////////// //// //// Unary reduce_image operation. Splits into basic and non-basic images. //// Algorithm-specific reduce should specialize for basic images //// //////////////////////////////////////////////////////// template
struct reduce_image_basic { typedef Img type; }; template
struct reduce
> : public reduce_image_basic
,image_is_basic
>::value > {}; //////////////////////////////////////////////////////// //// //// Binary reduce_view operation. Splits into basic and non-basic views. //// Algorithm-specific reduce should specialize for basic views //// //////////////////////////////////////////////////////// template
struct reduce_views_basic { typedef std::pair
type; }; template
struct reduce
*, const image_view
*> > : public reduce_views_basic
,image_view
, mpl::and_
>, view_is_basic
> >::value > {}; //////////////////////////////////////////////////////// //// //// Color space unary reduce operation. Reduce a color space to a base with the same number of channels //// //////////////////////////////////////////////////////// template
struct reduce_color_space { typedef Cs type; }; template <> struct reduce_color_space
{ typedef rgb_t type; }; template <> struct reduce_color_space
{ typedef rgb_t type; }; template <> struct reduce_color_space
{ typedef rgba_t type; }; /* //////////////////////////////////////////////////////// //// //// Color space binary reduce operation. Given a source and destination color spaces, //// returns a reduced source and destination color spaces that have the same mapping of channels //// //// Precondition: The two color spaces must be compatible (i.e. must have the same set of channels) //////////////////////////////////////////////////////// template
struct type_vec_to_integer_impl { typedef typename mpl::back
::type last; typedef typename mpl::pop_back
::type rest; static const int value = type_vec_to_integer_impl
::value * Basis + last::value; }; template
struct type_vec_to_integer_impl
{ static const int value=0; }; template
struct type_vec_to_integer { static const int value = type_vec_to_integer_impl
::value>::value; }; // Given two color spaces and the mapping of the channels between them, returns the reduced pair of color spaces // The default version performs no reduction template
struct reduce_color_spaces_impl { typedef SrcColorSpace first_t; typedef DstColorSpace second_t; }; // 012: RGB-RGB, bgr-bgr, lab-lab, hsb-hsb template
struct reduce_color_spaces_impl
{ typedef rgb_t first_t; typedef rgb_t second_t; }; // 210: RGB-bgr, bgr-RGB template
struct reduce_color_spaces_impl
{ typedef rgb_t first_t; typedef bgr_t second_t; }; // 0123: RGBA-RGBA, bgra-bgra, argb-argb, abgr-abgr cmyk-cmyk template
struct reduce_color_spaces_impl
{ typedef rgba_t first_t; typedef rgba_t second_t; }; // 3210: RGBA-abgr, bgra-argb, argb-bgra, abgr-RGBA template
struct reduce_color_spaces_impl
{ typedef rgba_t first_t; typedef abgr_t second_t; }; // 1230: RGBA-argb, bgra-abgr template
struct reduce_color_spaces_impl
{ typedef rgba_t first_t; typedef argb_t second_t; }; // 2103: RGBA-bgra, bgra-RGBA (uses subclass to ensure that base color space is not reduced to derived) template
struct reduce_color_spaces_impl
{ typedef rgba_t first_t; typedef bgra_t second_t; }; // 3012: argb-RGBA, abgr-bgra template
struct reduce_color_spaces_impl
{ typedef argb_t first_t; typedef rgba_t second_t; }; // 0321: argb-abgr, abgr-argb template
struct reduce_color_spaces_impl
{ typedef argb_t first_t; typedef abgr_t second_t; }; template
struct reduce_color_spaces { typedef typename channel_order
::type src_order_t; typedef typename channel_order
::type dst_order_t; typedef typename mpl::transform
>::type mapping; static const int mapping_val = type_vec_to_integer
::value; typedef typename reduce_color_spaces_impl
::first_t _first_t; typedef typename reduce_color_spaces_impl
::second_t _second_t; typedef typename mpl::and_
, mpl::not_< color_space_is_base<_second_t> > > swap_t; public: typedef typename mpl::if_
::type first_t; typedef typename mpl::if_
::type second_t; }; */ // TODO: Use the old code for reduce_color_spaces above to do color layout reduction template
struct reduce_color_layouts { typedef SrcLayout first_t; typedef DstLayout second_t; }; //////////////////////////////////////////////////////// //// //// Reduce for copy_pixels //// //////////////////////////////////////////////////////// struct copy_pixels_fn; /* // 1D reduce for copy_pixels reduces the channel to mutable and the color space to its base with same dimensions template
struct reduce_view_basic
{ private: typedef typename reduce_color_space
::type Cs; // reduce the color space typedef layout
layout_t; public: typedef typename derived_view_type
::type type; }; */ // Incompatible views cannot be used in copy_pixels - will throw std::bad_cast template
struct reduce_copy_pixop_compat { typedef error_t type; }; // For compatible basic views, reduce their color spaces based on their channel mapping. // Make the source immutable and the destination mutable (they should already be that way) template
struct reduce_copy_pixop_compat
{ typedef layout
layout1; typedef layout
layout2; typedef typename reduce_color_layouts
::first_t L1; typedef typename reduce_color_layouts
::second_t L2; typedef typename derived_view_type
::type DV1; typedef typename derived_view_type
::type DV2; typedef std::pair
type; }; // The general 2D version branches into compatible and incompatible views template
struct reduce_views_basic
: public reduce_copy_pixop_compat
, view_is_mutable
>::value > { }; //////////////////////////////////////////////////////// //// //// Reduce for variant destructor (basic views have no destructor) //// //////////////////////////////////////////////////////// struct destructor_op; template
struct reduce_view_basic
{ typedef gray8_view_t type; }; //////////////////////////////////////////////////////// //// //// Reduce for get_dimensions (basic views and images have the same structure and the dimensions are contained at the beginning) //// //////////////////////////////////////////////////////// struct any_type_get_dimensions; template
struct reduce_view_basic
{ typedef gray8_view_t type; }; template
struct reduce_image_basic
{ typedef gray8_image_t type; }; //////////////////////////////////////////////////////// //// //// Reduce for get_num_channels (only color space matters) //// //////////////////////////////////////////////////////// struct any_type_get_num_channels; template
struct reduce_view_basic
{ typedef typename View::color_space_t::base Cs; typedef typename view_type
::type>::type type; }; template
struct reduce_image_basic
{ typedef typename Img::color_space_t::base Cs; typedef typename image_type
::type>::type type; }; //////////////////////////////////////////////////////// //// //// Reduce for resample_pixels (same as copy_pixels) //// //////////////////////////////////////////////////////// template
struct resample_pixels_fn; template
struct reduce_view_basic
, V, IsBasic> : public reduce_view_basic
{}; template
struct reduce_views_basic
, V1, V2, IsBasic> : public reduce_views_basic
{}; //////////////////////////////////////////////////////// //// //// Reduce for copy_and_convert_pixels //// (the only reduction could be made when views are compatible and have the same mapping, planarity and stepness) //// //////////////////////////////////////////////////////// template
class copy_and_convert_pixels_fn; // the only thing for 1D reduce is making them all mutable... template
struct reduce_view_basic
, View, IsBasic> : public derived_view_type
{ }; // For 2D reduce, if they have the same channels and color spaces (i.e. the same pixels) then copy_and_convert is just copy. // In this case, reduce their common color space. In general make the first immutable and the second mutable template