Home
last modified time | relevance | path

Searched refs:v_scalar_product (Results 1 – 17 of 17) sorted by relevance

/dports/math/libnormaliz/normaliz-3.9.0/source/libnormaliz/
H A Dvector_operations.h64 Integer v_scalar_product(const vector<Integer>& a, const vector<Integer>& b);
95 return v_scalar_product(trunc_a, trunc_b); in v_scalar_product_vectors_unequal_lungth()
597 Integer v_scalar_product(const vector<Integer>& av, const vector<Integer>& bv) { in v_scalar_product() function
682 convert(ans, v_scalar_product(mpz_a, mpz_b)); in v_scalar_product()
689 inline nmz_float v_scalar_product(const vector<nmz_float>& av, const vector<nmz_float>& bv) { in v_scalar_product() function
764 inline renf_elem_class v_scalar_product(const vector<renf_elem_class>& av, const vector<renf_elem_c… in v_scalar_product() function
789 inline mpq_class v_scalar_product(const vector<mpq_class>& av, const vector<mpq_class>& bv) { in v_scalar_product() function
1088 denom = v_scalar_product(v, LF); in v_standardize()
1142 denom = v_scalar_product(v, LF); in v_standardize()
H A Ddescent.cpp95 GradGens[i] = v_scalar_product(Grading, Gens[i]); in DescentSystem()
393 ht = v_scalar_product(embedded_selected_gen, embedded_supphyp); in compute()
398 ht = v_scalar_product(FF.Gens[selected_gen], FF.SuppHyps[CutOutBy[G->first]]) / den; in compute()
694 Integer deg_fix_point = v_scalar_product(fix_point, Grading); in make_orbits_global()
702 if( v_scalar_product(SuppHyps[Orb[0]],Gens[i]) == 0) in make_orbits_global()
705 Integer ht_fix_point = v_scalar_product(SuppHyps[Orb[0]], fix_point); in make_orbits_global()
H A Dfull_cone.cpp547 Integer ov_sp = v_scalar_product(hyp.Hyp, Order_Vector); in is_hyperplane_included()
6557 if (v_scalar_product(H, Truncation) == 0) in find_level0_dim_from_HB()
6671 level = v_scalar_product(Truncation, Generators[i]); in find_grading_inhom()
6674 degree = v_scalar_product(Grading, Generators[i]); in find_grading_inhom()
7125 if (v_scalar_product(Grading, h) == 1) in select_deg1_elements()
7140 if (v_scalar_product(Subcone_Equations[i], v) != 0) in subcone_contains()
7143 if (v_scalar_product(Subcone_Grading, v) != 1) in subcone_contains()
7155 if (v_scalar_product(Support_Hyperplanes[i], v) < 0) in contains()
7385 if (v_scalar_product(h, Grading) != 1) { in check_deg1_hilbert_basis()
7937 …if (v_scalar_product(*hb, Grading) <= 0 && (!inhomogeneous || v_scalar_product(*hb, Truncation) ==… in check_grading_after_dual_mode()
[all …]
H A Dnmz_nauty.cpp119 val = v_scalar_product(diff, diff); in makeMM_euclidean()
122 val = v_scalar_product(Generators[i], SpecialLinForms[j - mm]); in makeMM_euclidean()
184 val = v_scalar_product(Generators[i], LinForms[j]); in makeMM()
H A Dcone.cpp2849 if (v_scalar_product(Supps[i], Gens[j]) == 0) in project_and_lift()
2964 gg[0] = v_scalar_product(Gens[i], Grading); in compute_lattice_points_in_polytope()
4519 if(v_scalar_product(Help[i],HelpDehom)==0) in compute_recession_rank()
6424 if (v_scalar_product(v1[0], Grad) == 0) in check_parallelotope()
6426 if (v_scalar_product(v2[0], Grad) == 0) in check_parallelotope()
6428 if (v_scalar_product(v1[0], Grad) < 0) in check_parallelotope()
6430 if (v_scalar_product(v2[0], Grad) < 0) in check_parallelotope()
6435 if (!(v_scalar_product(Supps[i], v2[0]) > 0)) in check_parallelotope()
6439 if (!(v_scalar_product(Supps[i], v1[0]) > 0)) in check_parallelotope()
7180 if (v_scalar_product(gen, Grad) < 0) in try_multiplicity_of_para()
[all …]
H A Dface_lattice.cpp85 if (v_scalar_product(SuppHyps[i], VerticesOfPolyhedron[j]) == 0) { in FaceLattice()
93 if (v_scalar_product(SuppHyps[i], ExtremeRaysRecCone[j]) == 0) { in FaceLattice()
H A Dmatrix.cpp893 B[i][j] = v_scalar_product(elem[i], A[j]); in multiplication_trans()
1299 result[i] = v_scalar_product(elem[i], v); in MxV()
3781 Integer maxval = v_scalar_product(L, elem[0]); in max_and_min()
3784 maxnorm = v_scalar_product(norm, elem[0]); in max_and_min()
3789 Integer val = v_scalar_product(L, elem[i]); in max_and_min()
3801 Integer nm = v_scalar_product(norm, elem[i]); in max_and_min()
3936 if(v_scalar_product(elem[i],B[j]) != 0) in zero_product_with_transpose_of()
4020 Integer G = v_scalar_product(N, Gred[0]); in optimal_subdivision_point_inner()
4089 opt_value = v_scalar_product(opt_point, N); in optimal_subdivision_point_inner()
4136 M[i][j] = sp / v_scalar_product(B[j], B[j]); in GramSchmidt()
[all …]
H A Dcone_dual_mode.cpp189 orientation = v_scalar_product<Integer>(hyperplane, old_lin_subspace_half); in cut_with_halfspace_hilbert_basis()
199 …scalar_product = v_scalar_product(hyperplane, h.cand); // allows us to declare "old" HB candiadt… in cut_with_halfspace_hilbert_basis()
247 Integer new_val = v_scalar_product<Integer>(hyperplane, h.cand); in cut_with_halfspace_hilbert_basis()
H A Dnmz_integral.cpp278 degree = v_scalar_product(gens[i], grading); in readGens()
589 long deg = v_scalar_product(gens[i], grading); in integrate()
1054 long maxDegGen = v_scalar_product(gens[gens.nr_of_rows() - 1], grading) / gradingDenom; in generalizedEhrhartSeries()
1217 degree_b = v_scalar_product(degrees, S->offsets[i]); in generalizedEhrhartSeries()
H A Dmatrix.h675 nmz_float t1 = v_scalar_product(G[i - 1], G[i - 1]); in LLL_red()
676 nmz_float t2 = v_scalar_product(G[i], G[i]); in LLL_red()
H A Dcollection.cpp107 Integer test = v_scalar_product(Collection->Generators[key],SupportHyperplanes[i]); in refine()
H A Dautomorph.cpp439 Integer val = v_scalar_product(Grad, NormedGens[i]); in compute_polytopal()
448 Integer val = v_scalar_product(Grad, NormedGens[i]); in compute_polytopal()
H A Dreduction.cpp97 convert(sort_deg, v_scalar_product(cand, C.Sorting)); in compute_values_deg()
H A Dsimplex.cpp204 if (v_scalar_product(Support_Hyperplanes[i], new_point) != 0) { in bottom_points_inner()
1256 … if (v_scalar_product(polytope_gens[j], bottom_polytope.Support_Hyperplanes[i]) == 0) in Simplex_parallel_evaluation()
H A Dproject_and_lift.cpp651 long deg = convertToLong(v_scalar_product(Grading, NewPoint)); in lift_points_to_this_dim()
/dports/math/libnormaliz/normaliz-3.9.0/source/maxsimplex/
H A Dmaxsimplex.cpp56 …Integer test = v_scalar_product(Polytope.getSupportHyperplanes()[i], Polytope.getExtremeRays()[j]); in lattice_widths()
/dports/math/libnormaliz/normaliz-3.9.0/doc/
H A DNormaliz.tex9710 // v_scalar_product is a useful function from vector_operations.h
9711 Integer test=v_scalar_product(Polytope.getSupportHyperplanes()[i],