F4Res::F4Res(SchreyerFrame& res) : mFrame(res), mRing(res.ring()), mSchreyerRes(new ResMonomialsWithComponent(res.ring().monoid())), mHashTable(mSchreyerRes.get(), 10) { }
F4Res::F4Res(SchreyerFrame& res) : mFrame(res), mRing(res.ring()), mSchreyerRes(new ResMonomialsWithComponent(res.ring().monoid())), mHashTable(mSchreyerRes.get(), 10) { #if 0 std::cout << "hardware threads: " << std::thread::hardware_concurrency() << std::endl; std::cout << "testing thread tasks" << std::endl; testTasks(); std::cout << " done testing thread tasks" << std::endl; #endif }
double ResF4toM2Interface::setDegreeZeroMap(SchreyerFrame& C, DMat<RingType>& result, int slanted_degree, int lev) // 'result' should be previously initialized, but will be resized. // return value: -1 means (slanted_degree, lev) is out of range, and the zero matrix was returned. // otherwise: the fraction of non-zero elements is returned. { // As above, get the size of the matrix, and 'newcols' // Now we loop through the elements of degree 'slanted_degree + lev' at level 'lev' const RingType& R = result.ring(); if (not (lev > 0 and lev <= C.maxLevel())) { result.resize(0,0); return -1; } assert(lev > 0 and lev <= C.maxLevel()); int degree = slanted_degree + lev; auto& thislevel = C.level(lev); int ncols = 0; for (auto p=thislevel.begin(); p != thislevel.end(); ++p) { if (p->mDegree == degree) ncols++; } auto& prevlevel = C.level(lev-1); int* newcomps = new int[prevlevel.size()]; int nrows = 0; for (int i=0; i<prevlevel.size(); i++) if (prevlevel[i].mDegree == degree) newcomps[i] = nrows++; else newcomps[i] = -1; result.resize(nrows, ncols); int col = 0; long nnonzeros = 0; for (auto p=thislevel.begin(); p != thislevel.end(); ++p) { if (p->mDegree != degree) continue; auto& f = p->mSyzygy; auto end = poly_iter(C.ring(), f, 1); auto i = poly_iter(C.ring(), f); for ( ; i != end; ++i) { long comp = C.monoid().get_component(i.monomial()); if (newcomps[comp] >= 0) { R.set_from_long(result.entry(newcomps[comp], col), C.gausser().coeff_to_int(i.coefficient())); nnonzeros++; } } ++col; } double frac_nonzero = (nrows*ncols); frac_nonzero = static_cast<double>(nnonzeros) / frac_nonzero; delete[] newcomps; return frac_nonzero; }