// Copyright (c) 2011 Tel-Aviv University (Israel), INRIA Sophia-Antipolis (France). // All rights reserved. // // This file is part of CGAL (www.cgal.org). // You can redistribute it and/or modify it under the terms of the GNU // General Public License as published by the Free Software Foundation, // either version 3 of the License, or (at your option) any later version. // // Licensees holding a valid commercial license may use this file in // accordance with the commercial license agreement provided with the software. // // This file is provided AS IS with NO WARRANTY OF ANY KIND, INCLUDING THE // WARRANTY OF DESIGN, MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE. // // $URL$ // $Id$ // SPDX-License-Identifier: GPL-3.0+ // // Author(s) : Oren Salzman // Michael Hemmer #ifndef CGAL_RATIONAL_ARC_CACHE #define CGAL_RATIONAL_ARC_CACHE #include #include #include #include #include namespace CGAL { namespace Arr_rational_arc { //------------------- //Cache //------------------- template class Cache : public Base_rational_arc_ds_1 { public: typedef AlgebraicKernel_d_1 Algebraic_kernel_d_1; typedef Base_rational_arc_ds_1 Base; typedef Cache Self; typedef typename Base::Polynomial_1 Polynomial_1; typedef typename Base::Rational Rational; typedef typename Base::Algebraic_real_1 Algebraic_real_1; typedef typename Base::Integer Integer ; typedef typename Base::FT_rat_1 FT_rat_1; typedef typename Base::Polynomial_traits_1 Polynomial_traits_1; typedef CGAL::Arr_rational_arc::Rational_function Rational_function; typedef CGAL::Arr_rational_arc::Rational_function_canonicalized_pair Rational_function_canonicalized_pair; typedef CGAL::Arr_rational_arc::Rational_function_pair Rational_function_pair; typedef std::pair Rational_function_key; class Less_compare_rational_function_key { public: Comparison_result compare(const Rational_function_key& k1, const Rational_function_key& k2) const { Comparison_result cr = typename Polynomial_traits_1::Compare()(k1.first, k2.first); if (cr != CGAL::EQUAL) return (cr); cr = typename Polynomial_traits_1::Compare()(k1.second, k2.second); return cr; } bool operator()(const Rational_function_key& k1, const Rational_function_key& k2) const { Comparison_result cr = compare(k1,k2); return ((cr == CGAL::LARGER) ? true : false); } }; typedef typename std::map Rational_function_map; typedef typename Rational_function::Id_type Rational_function_id_type; typedef std::pair Rational_function_canonicalized_pair_key; class Less_compare_rational_function_pair_key { public: bool operator()(const Rational_function_canonicalized_pair_key& k1, const Rational_function_canonicalized_pair_key& k2) const { return (k1 Rational_function_canonicalized_pair_map; public: Cache() : _rat_func_map_watermark(128), _rat_pair_map_watermark(128), _ak_ptr(NULL){}; void initialize(Algebraic_kernel_d_1* ak_ptr) { _ak_ptr = ak_ptr; } void initialize(const Self& other, Algebraic_kernel_d_1* ak_ptr) { //copy kernel pointer _ak_ptr = ak_ptr; //copy rational function map typename Rational_function_map::const_iterator iter1; for ( iter1 = other.rat_func_map().begin(); iter1 != other.rat_func_map().end(); ++iter1) { if (iter1->second.is_shared()) { Rational_function_key key = iter1->first; //construct new instance Rational_function f(iter1->second.numer(), iter1->second.denom(), _ak_ptr); _rat_func_map.insert(std::make_pair(key,f)); } } //copy rational function pair map typename Rational_function_canonicalized_pair_map::const_iterator iter2; for ( iter2 = other.rat_pair_map().begin(); iter2 != other.rat_pair_map().end(); ++iter2) { if (iter2->second.is_shared()) { Rational_function_canonicalized_pair_key key = iter2->first; //construct new instance Rational_function_canonicalized_pair p(iter2->second.f(), iter2->second.g(), _ak_ptr); _rat_pair_map.insert(std::make_pair(key,p)); } } } const Rational_function_map& rat_func_map() const { return _rat_func_map; } const Rational_function_canonicalized_pair_map& rat_pair_map() const { return _rat_pair_map; } const Rational_function& get_rational_function(const Polynomial_1& numer, const Polynomial_1& denom) const { CGAL_precondition (_ak_ptr != NULL); Rational_function_key key = get_key(numer,denom); //look if element exists in cache already typename Rational_function_map::iterator it = _rat_func_map.lower_bound(key); if(it != _rat_func_map.end() && !(_rat_func_map.key_comp()(key, it->first))) { return it->second; //iterator to a type } else //element does not exist, create it & insert to cache { //first check if to clean up cache if (_rat_func_map.size() > _rat_func_map_watermark) rat_func_map_clean_up(); //then insert the new element Rational_function f(numer,denom,_ak_ptr); typename Rational_function_map::iterator it2 = _rat_func_map.insert(it,std::make_pair(key,f)); return it2->second; } } const Rational_function& get_rational_function( const Rational& rat) const { Integer numer,denom; typename FT_rat_1::Decompose()(rat,numer,denom); Polynomial_1 numer_poly = typename Polynomial_traits_1::Construct_polynomial()(numer); Polynomial_1 denom_poly = typename Polynomial_traits_1::Construct_polynomial()(denom); return get_rational_function (numer_poly,denom_poly); } const Rational_function_pair get_rational_pair(const Rational_function& f, const Rational_function& g) const { CGAL_precondition (_ak_ptr != NULL); CGAL_precondition(!(f==g)); Rational_function_canonicalized_pair_key key = get_key(f,g); bool is_opposite = (f.id() < g.id()) ? false : true ; //look if element exists in cache already typename Rational_function_canonicalized_pair_map::iterator it = _rat_pair_map.lower_bound(key); if(it != _rat_pair_map.end() && !(_rat_pair_map.key_comp()(key, it->first))) { return (Rational_function_pair(it->second,is_opposite)); } else //element does not exist, { //first check if to clean up cache if (_rat_pair_map.size() > _rat_pair_map_watermark) rat_pair_map_clean_up(); //create it & insert to cache Rational_function_canonicalized_pair p(f, g, _ak_ptr); std::pair res = _rat_pair_map.insert(std::make_pair(key,p)); return (Rational_function_pair(res.first->second,is_opposite)); } } void cleanup() const { rat_pair_map_clean_up(); rat_func_map_clean_up(); } private: Rational_function_key get_key(const Polynomial_1& numer, const Polynomial_1& denom) const { return Rational_function_key(numer, denom); } Rational_function_key get_key(const Rational_function& f) const { return get_key(f.numer(), f.denom()); } Rational_function_canonicalized_pair_key get_key(const Rational_function& f, const Rational_function& g) const { return (f.id() < g.id()) ? Rational_function_canonicalized_pair_key( f.id(),g.id() ): Rational_function_canonicalized_pair_key( g.id(),f.id() ); } void rat_func_map_clean_up() const { //find eraseable rational functions std::vector eraseable; typename Rational_function_map::iterator iter1; for ( iter1 = _rat_func_map.begin(); iter1 != _rat_func_map.end(); ++iter1) { if (iter1->second.is_shared() == false) eraseable.push_back(iter1->first); } //erase functions typename std::vector::iterator iter2; for ( iter2 = eraseable.begin(); iter2 != eraseable.end(); ++iter2) { _rat_func_map.erase(*iter2); } //re-set watermark _rat_func_map_watermark = static_cast((std::max)(2* _rat_func_map.size(), typename Rational_function_map::size_type(128))); return; } void rat_pair_map_clean_up() const { //find eraseable rational functions std::vector eraseable; typename Rational_function_canonicalized_pair_map::iterator iter1; for ( iter1 = _rat_pair_map.begin(); iter1 != _rat_pair_map.end(); ++iter1) { if (iter1->second.is_shared() == false) eraseable.push_back(iter1->first); } //erase functions typename std::vector::iterator iter2; for ( iter2 = eraseable.begin(); iter2 != eraseable.end(); ++iter2) { _rat_pair_map.erase(*iter2); } //re-set watermark _rat_pair_map_watermark = static_cast((std::max)(2* _rat_pair_map.size(), typename Rational_function_canonicalized_pair_map::size_type(128))); } private: mutable Rational_function_map _rat_func_map; mutable unsigned int _rat_func_map_watermark; mutable Rational_function_canonicalized_pair_map _rat_pair_map; mutable unsigned int _rat_pair_map_watermark; mutable Algebraic_kernel_d_1* _ak_ptr; }; //Cache } //namespace Arr_rational_arc } //namespace CGAL { #endif //CGAL_RATIONAL_ARC_CACHE