tensor: working on add_permuted_contractions
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58
t.cc
58
t.cc
@@ -3135,20 +3135,25 @@ generate antisymmetrization operator for Brandow diagrams in the Kucharski conve
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#correspond to already existing antisymmetry
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#in principle it would be more logical to printout permutation of places rather than indices
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#but this is more convenient for further processing
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P "i/j,k l" input is
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2
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3 1 2 2
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1 3
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*/
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NRVec<NRVec_from1<int> > groups;
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cin >> groups;
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int ntot=0;
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for(int i=0; i<groups.size(); ++i) ntot+=groups[i].size();
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NRVec_from1<string> indices(ntot);
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cin >>indices;
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NRVec_from1<INDEXNAME> indices(ntot);
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for(int i=1; i<=ntot; ++i) sprintf(indices[i].name,"%c",'i'+i-1);
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PermutationAlgebra<int,int> a=general_antisymmetrizer(groups,-2,true);
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cout <<"PA = "<<a<<endl;
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for(int i=0; i<a.size(); ++i)
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{
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cout << (a[i].weight==1?'+':'-');
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NRVec_from1<string> pindices=applypermutation(a[i].perm,indices,false);
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NRVec_from1<INDEXNAME> pindices=applypermutation(a[i].perm,indices,false);
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for(int j=1; j<=pindices.size(); ++j) cout <<pindices[j];
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cout <<endl;
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}
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@@ -4164,7 +4169,7 @@ cout<<"resulting index order = "<<y.names<<endl;
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}
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if(1)
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if(0)
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{
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int nn;
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cin>>nn;
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@@ -4208,6 +4213,51 @@ for(int k=0; k<nn; ++k) for(int l=0; l<nn; ++l) for(int m=0; m<nn; ++m) for(int
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}
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cout <<"Error = "<<(z-zz).norm()<<endl;
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}
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if(1)
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{
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int nn;
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cin>>nn;
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int r=4;
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NRVec<INDEXGROUP> s(r);
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for(int i=0; i<r; ++i)
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{
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s[i].number=1;
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s[i].symmetry=0;
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s[i].range=nn;
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s[i].offset=0;
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}
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Tensor<double> x(s); x.randomize(1.);
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INDEXNAME xlist[] = {"i","j","k","l"};
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x.names=NRVec<INDEXNAME>(xlist);
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Tensor<double> y(s); y.randomize(1.);
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INDEXNAME ylist[] = {"n","m","j","i"};
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y.names=NRVec<INDEXNAME>(ylist);
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Tensor<double>z(s); z.clear();
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INDEXNAME zlist[] = {"k","l","m","n"};
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z.names=NRVec<INDEXNAME>(zlist);
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Tensor<double>zz(z);
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z.add_permuted_contractions("k/l,m",x,y,1,0,false,false);
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zz.copyonwrite();
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for(int k=0; k<nn; ++k) for(int l=0; l<nn; ++l) for(int m=0; m<nn; ++m) for(int n=0; n<nn; ++n)
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{
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double s=0;
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for(int i=0; i<nn; ++i) for(int j=0; j<nn; ++j) s += x(i,j,k,l)*y(n,m,j,i);
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zz.lhs(k,l,m,n) = s;
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}
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Tensor<double> zzz(s);
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for(int k=0; k<nn; ++k) for(int l=0; l<nn; ++l) for(int m=0; m<nn; ++m) for(int n=0; n<nn; ++n)
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{
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zzz.lhs(k,l,m,n) = 1/3.*(zz(k,l,m,n)-zz(l,k,m,n)+zz(m,k,l,n));
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}
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cout <<"Error = "<<(z-zzz).norm()<<endl;
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}
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