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already found some bugs in projection, still needs testing
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@ -93,6 +93,7 @@ public:
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INHERIT_GIMPL_TYPES(Gimpl);
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typedef typename Gimpl::GaugeField GF;
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typedef typename Gimpl::GaugeLinkField LF;
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typedef typename Gimpl::ComplexField CF;
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// Don't allow default values here.
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Smear_HISQ(GridCartesian* grid, Real c1, Real cnaik, Real c3, Real c5, Real c7, Real clp)
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@ -329,31 +330,36 @@ public:
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// IN--u_mu
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void projectU3(GF& u_proj, GF& u_mu) const {
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LF V, Q, sqrtQinv;
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Real c1, c2, g0, g1, g2, S, R, theta, u, v, w, den, f0, f1, f2;
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LF V(u_mu.Grid()), Q(u_mu.Grid()), sqrtQinv(u_mu.Grid()), id_3(u_mu.Grid());
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CF c0(u_mu.Grid()), c1(u_mu.Grid()), c2(u_mu.Grid()), g0(u_mu.Grid()), g1(u_mu.Grid()),
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g2(u_mu.Grid()), S(u_mu.Grid()), R(u_mu.Grid()), theta(u_mu.Grid()), u(u_mu.Grid()),
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v(u_mu.Grid()), w(u_mu.Grid()), den(u_mu.Grid()), f0(u_mu.Grid()), f1(u_mu.Grid()),
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f2(u_mu.Grid());
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// Follow MILC 10.1103/PhysRevD.82.074501, eqs (B2-B3) and (C1-C8)
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for (int mu = 0; mu < Nd; mu++) {
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V = PeekIndex<LorentzIndex>(u_mu, mu);
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Q = adj(V[mu])*V[mu];
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c1 = trace(Q*Q)/2.; // SU(N) matrices are traceless, so c0=0.
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c2 = trace(Q*Q*Q)/3.;
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S = c1/3.;
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R = c2/2.;
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theta = std::acos(R/std::pow(S,1.5));
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g0 = 2.*std::sqrt(S)*std::cos(theta/3.-2*M_PI/3.);
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g1 = 2.*std::sqrt(S)*std::cos(theta/3. );
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g2 = 2.*std::sqrt(S)*std::cos(theta/3.+2*M_PI/3.);
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Q = adj(V)*V;
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c0 = real(trace(Q));
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c1 = (1/2.)*real(trace(Q*Q));
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c2 = (1/3.)*real(trace(Q*Q*Q));
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S = (1/3.)*c1-(1/18.)*c0*c0;
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R = (1/2.)*c2-(1/3. )*c0*c1+(1/27.)*c0*c0*c0;
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theta = acos(R*pow(S,-1.5));
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g0 = (1/3.)*c0+2.*sqrt(S)*cos((1/3.)*theta-2*M_PI/3.);
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g1 = (1/3.)*c0+2.*sqrt(S)*cos((1/3.)*theta );
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g2 = (1/3.)*c0+2.*sqrt(S)*cos((1/3.)*theta+2*M_PI/3.);
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// if (fabs(Q.determinant()/(g0*g1*g2)-1.0) > 1e-5) {}
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u = std::sqrt(g0) + std::sqrt(g1) + std::sqrt(g2);
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v = std::sqrt(g0*g1) + std::sqrt(g0*g2) + std::sqrt(g1*g2);
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w = std::sqrt(g0*g1*g2);
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u = sqrt(g0) + sqrt(g1) + sqrt(g2);
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v = sqrt(g0*g1) + sqrt(g0*g2) + sqrt(g1*g2);
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w = sqrt(g0*g1*g2);
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den = w*(u*v-w);
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f0 = (-w*(u*u+v)+u*v*v)/den;
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f1 = (-w-u*u*u+2*u*v)/den;
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f1 = (-w-u*u*u+2.*u*v)/den;
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f2 = u/den;
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id_3 = 1.;
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sqrtQinv = f0 + f1*Q + f2*Q*Q;
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sqrtQinv = f0*id_3 + f1*Q + f2*Q*Q;
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PokeIndex<LorentzIndex>(u_proj, V*sqrtQinv, mu);
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}
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};
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