/************************************************************************************* Grid physics library, www.github.com/paboyle/Grid Source file: ./tests/Test_dwf_hdcr.cc Copyright (C) 2015 Author: Antonin Portelli Author: Peter Boyle Author: paboyle This program is free software; 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 2 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. You should have received a copy of the GNU General Public License along with this program; if not, write to the Free Software Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA. See the full license in the file "LICENSE" in the top level distribution directory *************************************************************************************/ /* END LEGAL */ #include #include //#include using namespace std; using namespace Grid; ; class myclass: Serializable { public: GRID_SERIALIZABLE_CLASS_MEMBERS(myclass, int, domaindecompose, int, domainsize, int, order, int, Ls, double, mq, double, lo, double, hi, int, steps); myclass(){}; }; myclass params; RealD InverseApproximation(RealD x){ return 1.0/x; } template class MultiGridPreconditioner : public LinearFunction< Lattice > { public: typedef Aggregation Aggregates; typedef CoarsenedMatrix CoarseOperator; typedef typename Aggregation::siteVector siteVector; typedef typename Aggregation::CoarseScalar CoarseScalar; typedef typename Aggregation::CoarseVector CoarseVector; typedef typename Aggregation::CoarseMatrix CoarseMatrix; typedef typename Aggregation::FineField FineField; typedef LinearOperatorBase FineOperator; Aggregates & _Aggregates; CoarseOperator & _CoarseOperator; Matrix & _FineMatrix; FineOperator & _FineOperator; Matrix & _SmootherMatrix; FineOperator & _SmootherOperator; // Constructor MultiGridPreconditioner(Aggregates &Agg, CoarseOperator &Coarse, FineOperator &Fine,Matrix &FineMatrix, FineOperator &Smooth,Matrix &SmootherMatrix) : _Aggregates(Agg), _CoarseOperator(Coarse), _FineOperator(Fine), _FineMatrix(FineMatrix), _SmootherOperator(Smooth), _SmootherMatrix(SmootherMatrix) { } void PowerMethod(const FineField &in) { FineField p1(in.Grid()); FineField p2(in.Grid()); MdagMLinearOperator fMdagMOp(_FineMatrix); p1=in; for(int i=0;i<20;i++){ RealD absp1=std::sqrt(norm2(p1)); fMdagMOp.HermOp(p1,p2);// this is the G5 herm bit // _FineOperator.Op(p1,p2);// this is the G5 herm bit RealD absp2=std::sqrt(norm2(p2)); if(i%10==9) std::cout< CG(1.0e-10,100000); ConjugateGradient fCG(3.0e-2,1000); HermitianLinearOperator HermOp(_CoarseOperator); MdagMLinearOperator MdagMOp(_CoarseOperator); MdagMLinearOperator fMdagMOp(_FineMatrix); FineField tmp(in.Grid()); FineField res(in.Grid()); FineField Min(in.Grid()); // Monitor completeness of low mode space _Aggregates.ProjectToSubspace (Csrc,in); _Aggregates.PromoteFromSubspace(Csrc,out); std::cout< CG(1.0e-10,100000); ConjugateGradient fCG(3.0e-2,1000); HermitianLinearOperator HermOp(_CoarseOperator); MdagMLinearOperator MdagMOp(_CoarseOperator); ShiftedMdagMLinearOperator fMdagMOp(_FineMatrix,0.1); FineField tmp(in.Grid()); FineField res(in.Grid()); FineField Qin(in.Grid()); // Monitor completeness of low mode space // _Aggregates.ProjectToSubspace (Csrc,in); // _Aggregates.PromoteFromSubspace(Csrc,out); // std::cout< fMdagMOp(_FineMatrix); ShiftedMdagMLinearOperator fMdagMOp(_SmootherMatrix,0.0); RealD Ni,r; Ni = norm2(in); for(int ilo=0;ilo<3;ilo++){ for(int ord=5;ord<50;ord*=2){ std::cout << " lo "< Cheby (lo[ilo],70.0,ord,InverseApproximation); Cheby(fMdagMOp,vec1,vec2); // solves MdagM = g5 M g5M _FineOperator.Op(vec2,vec1);// this is the G5 herm bit vec1 = in - vec1; // tmp = in - A Min r=norm2(vec1); std::cout< CG(3.0e-3,100000); HermitianLinearOperator HermOp(_CoarseOperator); MdagMLinearOperator MdagMOp(_CoarseOperator); // MdagMLinearOperator fMdagMOp(_FineMatrix); ShiftedMdagMLinearOperator fMdagMOp(_SmootherMatrix,0.0); FineField vec1(in.Grid()); FineField vec2(in.Grid()); Chebyshev Cheby (params.lo,params.hi,params.order,InverseApproximation); Chebyshev ChebyAccu(params.lo,params.hi,params.order,InverseApproximation); _Aggregates.ProjectToSubspace (Csrc,in); // _Aggregates.PromoteFromSubspace(Csrc,out); // std::cout< block ({2,2,2,2}); const int nbasis= 32; auto clatt = GridDefaultLatt(); for(int d=0;d seeds4({1,2,3,4}); std::vector seeds5({5,6,7,8}); std::vector cseeds({5,6,7,8}); GridParallelRNG RNG5(FGrid); RNG5.SeedFixedIntegers(seeds5); GridParallelRNG RNG4(UGrid); RNG4.SeedFixedIntegers(seeds4); GridParallelRNG CRNG(Coarse5d);CRNG.SeedFixedIntegers(cseeds); Gamma g5(Gamma::Algebra::Gamma5); LatticeFermion src(FGrid); gaussian(RNG5,src);// src=src+g5*src; LatticeFermion result(FGrid); result=Zero(); LatticeFermion ref(FGrid); ref=Zero(); LatticeFermion tmp(FGrid); LatticeFermion err(FGrid); LatticeGaugeField Umu(UGrid); LatticeGaugeField UmuDD(UGrid); LatticeColourMatrix U(UGrid); LatticeColourMatrix zz(UGrid); FieldMetaData header; std::string file("./ckpoint_lat.4000"); NerscIO::readConfiguration(Umu,header,file); if ( params.domaindecompose ) { Lattice > coor(UGrid); zz=Zero(); for(int mu=0;mu(Umu,mu); U = where(mod(coor,params.domainsize)==(Integer)0,zz,U); PokeIndex(UmuDD,U,mu); } } else { UmuDD = Umu; } // SU3::ColdConfiguration(RNG4,Umu); // SU3::TepidConfiguration(RNG4,Umu); // SU3::HotConfiguration(RNG4,Umu); // Umu=Zero(); RealD mass=params.mq; RealD M5=1.8; std::cout< Subspace; typedef CoarsenedMatrix CoarseOperator; typedef CoarseOperator::CoarseVector CoarseVector; std::cout< HermDefOp(Ddwf); Subspace Aggregates(Coarse5d,FGrid,0); // Aggregates.CreateSubspace(RNG5,HermDefOp,nbasis); assert ( (nbasis & 0x1)==0); int nb=nbasis/2; std::cout< HermIndefOp(Ddwf); Gamma5R5HermitianLinearOperator HermIndefOpDD(DdwfDD); CoarsenedMatrix LDOp(*Coarse5d,1); // Hermitian matrix LDOp.CoarsenOperator(FGrid,HermIndefOp,Aggregates); std::cout< PosdefLdop(LDOp); ConjugateGradient CG(1.0e-6,100000); CG(PosdefLdop,c_src,c_res); std::cout< HermIndefLdop(LDOp); // ConjugateResidual MCR(1.0e-6,100000); // MCR(HermIndefLdop,c_src,c_res); std::cout< Precon (Aggregates, LDOp, HermIndefOp,Ddwf, HermIndefOp,Ddwf); // MultiGridPreconditioner PreconDD(Aggregates, LDOp, // HermIndefOp,Ddwf, // HermIndefOpDD,DdwfDD); // TrivialPrecon simple; std::cout< simple; // ConjugateGradient fCG(1.0e-8,100000); // fCG(HermDefOp,src,result); std::cout< HermOpEO(Ddwf); ConjugateGradient pCG(1.0e-8,10000); // pCG(HermOpEO,src_o,result_o); // std::cout< UPGCR(1.0e-8,100000,simple,8,128); // UPGCR(HermIndefOp,src,result); /// Get themax eval std::cout< PGCRDD(1.0e-8,100000,PreconDD,8,128); // result=Zero(); // std::cout< PGCR(1.0e-8,100000,Precon,8,8); std::cout<