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/dports/science/libecpint/libecpint-1.0.7/include/libecpint/
H A Dmultiarr.hpp153 int mults[6]; member
156 return data[p + mults[5]*n + mults[4]*m + mults[3]*l + mults[2]*k + mults[1]*j + mults[0]*i]; in operator ()()
159 return data[p + mults[5]*n + mults[4]*m + mults[3]*l + mults[2]*k + mults[1]*j + mults[0]*i]; in operator ()()
162 mults[0] = mults[1] = mults[2] = mults[3] = mults[4] = mults[5] = 0; } in SevenIndex()
166 mults[5] = dim7; in SevenIndex()
167 mults[4] = dim7*dim6; in SevenIndex()
168 mults[3] = mults[4]*dim5; in SevenIndex()
169 mults[2] = mults[3]*dim4; in SevenIndex()
170 mults[1] = mults[2]*dim3; in SevenIndex()
171 mults[0] = mults[1]*dim2; in SevenIndex()
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/dports/math/lapack++/lapackpp-2.5.4/src/
H A Ddopla.c137 mults = 0.;
183 mults = en * em * em;
269 mults = 0.;
303 mults += wl * (wu + 1.);
346 mults = en * (em * (em + 1.));
376 mults = en * ((em * 2 - ek) * (ek + 1.));
403 mults = en * em * em;
417 mults = 0.;
437 mults = en * em * (em + 1.) / 2.;
492 mults = ek * en * (em * 2. + 2. - ek);
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/dports/science/libecpint/libecpint-1.0.7/src/lib/
H A Dqgen.cpp47 int w_lam = lam * mults[3]; in rolled_up()
61 w_ax = w_lam + alpha_x*mults[0]; in rolled_up()
63 w_ay = w_ax + alpha_y*mults[1]; in rolled_up()
83 w_m = w_l1-mults[4]; in rolled_up()
85 w_m += mults[4]; in rolled_up()
96 w_m = w_l2-mults[4]; in rolled_up()
98 w_m += mults[4]; in rolled_up()
146 int w_lam = lam * mults[3]; in rolled_up_special()
153 w1 = w_lam + x1*mults[0] + r1*mults[1] + z1*mults[2]; in rolled_up_special()
164 w_bx = w_lam + beta_x*mults[0]; in rolled_up_special()
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/dports/math/gap/gap-4.11.0/pkg/semigroups-3.2.3/gap/main/
H A Dlambda-rho.gi45 return o!.mults;
58 mults := o!.mults;
70 return mults[i][2];
83 return o!.mults;
105 mults := o!.mults;
145 return o!.mults[i];
329 mults := o!.mults;
348 return o!.mults[i];
360 return o!.mults;
373 mults := o!.mults;
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/dports/science/libecpint/libecpint-1.0.7/doc/sphinx/source/api/
H A Dprogram_listing_file__Users_robertshaw_devfiles_libecpint_new_include_libecpint_multiarr.hpp.rst154 int mults[6];
157 … return data[p + mults[5]*n + mults[4]*m + mults[3]*l + mults[2]*k + mults[1]*j + mults[0]*i];
160 … return data[p + mults[5]*n + mults[4]*m + mults[3]*l + mults[2]*k + mults[1]*j + mults[0]*i];
163 mults[0] = mults[1] = mults[2] = mults[3] = mults[4] = mults[5] = 0; }
167 mults[5] = dim7;
168 mults[4] = dim7*dim6;
169 mults[3] = mults[4]*dim5;
170 mults[2] = mults[3]*dim4;
171 mults[1] = mults[2]*dim3;
172 mults[0] = mults[1]*dim2;
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H A Dprogram_listing_file__Users_robertshaw_devfiles_libecpint_include_libecpint_multiarr.hpp.rst154 int mults[6];
157 … return data[p + mults[5]*n + mults[4]*m + mults[3]*l + mults[2]*k + mults[1]*j + mults[0]*i];
160 … return data[p + mults[5]*n + mults[4]*m + mults[3]*l + mults[2]*k + mults[1]*j + mults[0]*i];
163 mults[0] = mults[1] = mults[2] = mults[3] = mults[4] = mults[5] = 0; }
167 mults[5] = dim7;
168 mults[4] = dim7*dim6;
169 mults[3] = mults[4]*dim5;
170 mults[2] = mults[3]*dim4;
171 mults[1] = mults[2]*dim3;
172 mults[0] = mults[1]*dim2;
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H A Dprogram_listing_file__Users_robertshaw_devfiles_libecpint_src_lib_qgen.cpp.rst53 const int* mults = angint.getOmegaMults();
59 int w_lam = lam * mults[3];
73 w_ax = w_lam + alpha_x*mults[0];
75 w_ay = w_ax + alpha_y*mults[1];
77 w_az = w_ay + alpha_z*mults[2];
156 const int* mults = angint.getOmegaMults();
158 int w_lam = lam * mults[3];
165 w1 = w_lam + x1*mults[0] + r1*mults[1] + z1*mults[2];
176 w_bx = w_lam + beta_x*mults[0];
178 w_by = w_bx + beta_y*mults[1];
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H A Dprogram_listing_file__Users_robertshaw_devfiles_libecpint_new_src_lib_qgen.cpp.rst53 int* mults = angint.getOmegaMults();
59 int w_lam = lam * mults[3];
73 w_ax = w_lam + alpha_x*mults[0];
75 w_ay = w_ax + alpha_y*mults[1];
77 w_az = w_ay + alpha_z*mults[2];
156 int* mults = angint.getOmegaMults();
158 int w_lam = lam * mults[3];
165 w1 = w_lam + x1*mults[0] + r1*mults[1] + z1*mults[2];
176 w_bx = w_lam + beta_x*mults[0];
178 w_by = w_bx + beta_y*mults[1];
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/dports/cad/opencascade/opencascade-7.6.0/src/Geom2d/
H A DGeom2d_BSplineCurve.cxx107 mults->Array1(), in Handle()
112 mults->Array1(), in Handle()
270 mults = nmults; in IncreaseDegree()
387 mults = nmults; in InsertKnots()
445 mults = nmults; in RemoveKnot()
538 mults = nmults; in InsertPoleAfter()
586 newmults(newmults.Upper()) = mults->Value (mults->Upper()); in RemovePole()
611 mults = nmults; in RemovePole()
780 mults = nmults; in Segment()
971 mults = nmults; in SetOrigin()
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H A DGeom2d_BSplineCurve_1.cxx57 … N <= deg - BSplCLib::MaxKnotMult (mults->Array1(), mults->Lower() + 1, mults->Upper() - 1); in IsCN()
196 knots->Array1(), &mults->Array1(), in D0()
219 knots->Array1(), &mults->Array1(), in D1()
242 knots->Array1(), &mults->Array1(), in D2()
266 knots->Array1(), &mults->Array1(), in D3()
292 if (mults->Value (knots->Upper ()) == deg + 1) in EndPoint()
387 else return BSplCLib::LastUKnotIndex (deg, mults->Array1()); in LastUKnotIndex()
552 return mults->Value (Index); in Multiplicity()
564 M = mults->Array1(); in Multiplicities()
569 return mults->Array1(); in Multiplicities()
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/dports/cad/opencascade/opencascade-7.6.0/src/BSplCLib/
H A DBSplCLib_BzSyntaxes.cxx34 : knots (aKnots[0], 1, 2), mults (aMults[0], 1, 2) in BSplCLib_BezierArrays()
47 TColStd_Array1OfInteger mults; member in BSplCLib_BezierArrays
64 Poles, Weights, bzarr.knots, bzarr.mults, in IncreaseDegree()
65 NewPoles, NewWeights, bzarr.knots, bzarr.mults); in IncreaseDegree()
82 Poles, Weights, bzarr.knots, bzarr.mults, in IncreaseDegree()
83 NewPoles, NewWeights, bzarr.knots, bzarr.mults); in IncreaseDegree()
130 BSplCLib::D0(U, 1, deg, 0, Poles, Weights, bzarr.knots, &bzarr.mults, P); in D0()
145 BSplCLib::D0(U, 1, deg, 0, Poles, Weights, bzarr.knots, &bzarr.mults, P); in D0()
161 BSplCLib::D1(U, 1, deg, 0, Poles, Weights, bzarr.knots, &bzarr.mults, P, V); in D1()
231 BSplCLib::D3(U, 1, deg, 0, Poles, Weights, bzarr.knots, &bzarr.mults, in D3()
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/dports/cad/opencascade/opencascade-7.6.0/src/Law/
H A DLaw_BSpline.cxx200 mults->Array1(), in Handle()
205 mults->Array1(), in Handle()
371 mults = nmults; in IncreaseDegree()
501 mults = nmults; in InsertKnots()
566 mults = nmults; in RemoveKnot()
707 mults = nmults;
769 newmults(newmults.Upper()) = mults->Value (mults->Upper());
794 mults = nmults;
942 mults = nmults; in Segment()
1135 mults = nmults; in SetOrigin()
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H A DLaw_S.cxx47 TColStd_Array1OfInteger mults(1,2); in Set() local
53 mults(1) = mults(2) = 4; in Set()
55 SetCurve( new Law_BSpline(poles,knots,mults,3) ); in Set()
H A DLaw_Interpolate.cxx341 mults.SetValue(ii,1); in PerformPeriodic()
343 mults.SetValue(1,half_order); in PerformPeriodic()
344 mults.SetValue(num_distinct_knots ,half_order); in PerformPeriodic()
368 mults.SetValue(mult_index,mults.Value(mult_index) + 1); in PerformPeriodic()
427 mults, in PerformPeriodic()
493 mults.SetValue(ii,1); in PerformNonPeriodic()
495 mults.SetValue(1,degree + 1); in PerformNonPeriodic()
506 mults, in PerformNonPeriodic()
527 mults, in PerformNonPeriodic()
569 mults.SetValue(mult_index,mults.Value(mult_index) + 1) ; in PerformNonPeriodic()
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/dports/cad/opencascade/opencascade-7.6.0/src/Geom/
H A DGeom_BSplineCurve.cxx109 mults->Array1(), in Handle()
114 mults->Array1(), in Handle()
153 mults->ChangeArray1() = Mults; in Geom_BSplineCurve()
270 mults = nmults; in IncreaseDegree()
387 mults = nmults; in InsertKnots()
447 mults = nmults; in RemoveKnot()
634 mults = nmults; in Segment()
789 index += mults->Value(i); in SetOrigin()
827 mults = nmults; in SetOrigin()
913 mults = nmults; in SetNotPeriodic()
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H A DGeom_BSplineCurve_1.cxx57 … N <= deg - BSplCLib::MaxKnotMult (mults->Array1(), mults->Lower() + 1, mults->Upper() - 1); in IsCN()
190 knots->Array1(), &mults->Array1(), in D0()
212 knots->Array1(), &mults->Array1(), in D1()
235 knots->Array1(), &mults->Array1(), in D2()
259 knots->Array1(), &mults->Array1(), in D3()
285 if (mults->Value (knots->Upper ()) == deg + 1) in EndPoint()
541 return mults->Value (Index); in Multiplicity()
553 M = mults->Array1(); in Multiplicities()
558 return mults->Array1(); in Multiplicities()
613 if (mults->Value (1) == deg + 1) in StartPoint()
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/dports/math/libpgmath/flang-d07daf3/runtime/flang/
H A Dgenlist.c29 int *mults) /* multiplers by dimension sorted by in __fort_initndx() argument
37 mults[i] = n; in __fort_initndx()
51 n = mults[i]; in __fort_initndx()
52 mults[i] = mults[i + 1]; in __fort_initndx()
53 mults[i + 1] = n; in __fort_initndx()
69 int *mults) /* multipliers by dimension sorted by stride */ in __fort_findndx() argument
82 ndx += n * mults[i]; in __fort_findndx()
/dports/cad/opencascade/opencascade-7.6.0/src/HLRBRep/
H A DHLRBRep.cxx102 TColStd_Array1OfInteger mults(1, theCurve->NbKnots()); in MakeEdge() local
105 theCurve->Multiplicities(mults); in MakeEdge()
109 ec2d = new Geom2d_BSplineCurve(Poles, Weights, knots, mults, in MakeEdge()
114 ec2d = new Geom2d_BSplineCurve(Poles, knots, mults, in MakeEdge()
122 TColStd_Array1OfInteger mults(1,ec.NbKnots()); in MakeEdge() local
125 ec.Multiplicities(mults); in MakeEdge()
145 TColStd_Array1OfInteger mults(1,nbPnt); in MakeEdge() local
146 mults.Init(1); in MakeEdge()
147 mults(1 ) = 2; in MakeEdge()
148 mults(nbPnt) = 2; in MakeEdge()
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/dports/math/reduce/Reduce-svn5758-src/packages/algint/
H A Dintbasis.red53 cm:=(car mults ).cm >>
56 om:=(car mults ).om >>;
58 mults:=cdr mults >>;
63 mults:=om;
82 mults:=nconc(nlist(0,length sqrts),mults);
84 return places.mults
164 mults := for each u in mults collect min(u,0);
200 m:=mults;
229 mmults:=mults;
251 mmults:=mults;
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/dports/science/libecpint/libecpint-1.0.7/src/
H A Dgenerate.cpp84 int w_lam = lam * mults[3]; in generate_lists()
98 w_ax = w_lam + alpha_x*mults[0]; in generate_lists()
100 w_ay = w_ax + alpha_y*mults[1]; in generate_lists()
102 w_az = w_ay + alpha_z*mults[2]; in generate_lists()
106 w_bx = w_lam + beta_x*mults[0]; in generate_lists()
108 w_by = w_bx + beta_y*mults[1]; in generate_lists()
110 w_bz = w_by + beta_z*mults[2]; in generate_lists()
117 w_m = w_l1-mults[4]; in generate_lists()
119 w_m += mults[4]; in generate_lists()
129 w_m = w_l2-mults[4]; in generate_lists()
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/dports/math/e-antic/flint2-ae7ec89/fmpz_mpoly/
H A Ddivrem_array.c65 prods[i] = mults[i - 1]*prods[i - 1]; in _fmpz_mpoly_divrem_array_tight()
462 prods[i + 1] = prods[i]*mults[i]; in _fmpz_mpoly_divrem_array_chunked()
504 mpoly_pack_monomials_tight(e2, exp2, len2, mults, num, bits); in _fmpz_mpoly_divrem_array_chunked()
505 mpoly_pack_monomials_tight(e3, exp3, len3, mults, num, bits); in _fmpz_mpoly_divrem_array_chunked()
675 if (max_exp3[m] + max_exp1[i*num + m] >= mults[m]) in _fmpz_mpoly_divrem_array_chunked()
808 *expr + l, *lenr, mults, num, bits); in _fmpz_mpoly_divrem_array_chunked()
821 if (max_exp3[m] + max_exp1[i*num + m] >= mults[m]) in _fmpz_mpoly_divrem_array_chunked()
941 prods[i + 1] = prods[i]*mults[i]; in _fmpz_mpoly_divrem_array()
961 mpoly_pack_monomials_tight(e2, exp2, len2, mults, num, bits); in _fmpz_mpoly_divrem_array()
962 mpoly_pack_monomials_tight(e3, exp3, len3, mults, num, bits); in _fmpz_mpoly_divrem_array()
[all …]
/dports/math/flint2/flint-2.8.4/fmpz_mpoly/
H A Ddivrem_array.c65 prods[i] = mults[i - 1]*prods[i - 1]; in _fmpz_mpoly_divrem_array_tight()
462 prods[i + 1] = prods[i]*mults[i]; in _fmpz_mpoly_divrem_array_chunked()
504 mpoly_pack_monomials_tight(e2, exp2, len2, mults, num, bits); in _fmpz_mpoly_divrem_array_chunked()
505 mpoly_pack_monomials_tight(e3, exp3, len3, mults, num, bits); in _fmpz_mpoly_divrem_array_chunked()
675 if (max_exp3[m] + max_exp1[i*num + m] >= mults[m]) in _fmpz_mpoly_divrem_array_chunked()
808 *expr + l, *lenr, mults, num, bits); in _fmpz_mpoly_divrem_array_chunked()
821 if (max_exp3[m] + max_exp1[i*num + m] >= mults[m]) in _fmpz_mpoly_divrem_array_chunked()
941 prods[i + 1] = prods[i]*mults[i]; in _fmpz_mpoly_divrem_array()
961 mpoly_pack_monomials_tight(e2, exp2, len2, mults, num, bits); in _fmpz_mpoly_divrem_array()
962 mpoly_pack_monomials_tight(e3, exp3, len3, mults, num, bits); in _fmpz_mpoly_divrem_array()
[all …]
/dports/math/e-antic/e-antic-1.0.0-rc.13/libeantic/upstream/antic/fmpz_mpoly/
H A Ddivrem_array.c65 prods[i] = mults[i - 1]*prods[i - 1]; in _fmpz_mpoly_divrem_array_tight()
462 prods[i + 1] = prods[i]*mults[i]; in _fmpz_mpoly_divrem_array_chunked()
504 mpoly_pack_monomials_tight(e2, exp2, len2, mults, num, bits); in _fmpz_mpoly_divrem_array_chunked()
505 mpoly_pack_monomials_tight(e3, exp3, len3, mults, num, bits); in _fmpz_mpoly_divrem_array_chunked()
675 if (max_exp3[m] + max_exp1[i*num + m] >= mults[m]) in _fmpz_mpoly_divrem_array_chunked()
808 *expr + l, *lenr, mults, num, bits); in _fmpz_mpoly_divrem_array_chunked()
821 if (max_exp3[m] + max_exp1[i*num + m] >= mults[m]) in _fmpz_mpoly_divrem_array_chunked()
941 prods[i + 1] = prods[i]*mults[i]; in _fmpz_mpoly_divrem_array()
961 mpoly_pack_monomials_tight(e2, exp2, len2, mults, num, bits); in _fmpz_mpoly_divrem_array()
962 mpoly_pack_monomials_tight(e3, exp3, len3, mults, num, bits); in _fmpz_mpoly_divrem_array()
[all …]
/dports/graphics/rawtherapee/rawtherapee-5.8/rtengine/
H A Dfilmnegativeproc.cc227 std::array<float, 3> mults = { in filmNegativeProcess() local
241 mults[c] = MAX_OUT_VALUE / (medians[c] * 24.f); in filmNegativeProcess()
250 printf("Computed multipliers: %g %g %g\n", mults[0], mults[1], mults[2] ); in filmNegativeProcess()
272 const float mult0 = mults[FC(row, col)]; in filmNegativeProcess()
273 const float mult1 = mults[FC(row, col + 1)]; in filmNegativeProcess()
310 mults[ri->XTRANSFC(row, 0)], in filmNegativeProcess()
311 mults[ri->XTRANSFC(row, 1)], in filmNegativeProcess()
312 mults[ri->XTRANSFC(row, 2)], in filmNegativeProcess()
313 mults[ri->XTRANSFC(row, 3)], in filmNegativeProcess()
314 mults[ri->XTRANSFC(row, 4)], in filmNegativeProcess()
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/dports/graphics/art/ART-1.9.3/rtengine/
H A Dfilmnegativeproc.cc487 mults[c] /= wb_mul[c]; in filmNegativeProcess()
493 mults[c] *= autoGainComp; in filmNegativeProcess()
499 …tipliers: %g %g %g\n", static_cast<double>(mults[0]), static_cast<double>(mults[1]), static_cast<d… in filmNegativeProcess()
567 mults[ri->XTRANSFC(row, 0)], in filmNegativeProcess()
568 mults[ri->XTRANSFC(row, 1)], in filmNegativeProcess()
569 mults[ri->XTRANSFC(row, 2)], in filmNegativeProcess()
572 mults[ri->XTRANSFC(row, 5)] in filmNegativeProcess()
874 …tipliers: %g %g %g\n", static_cast<double>(mults[0]), static_cast<double>(mults[1]), static_cast<d… in filmNegativeProcess()
876 const float rmult = mults[0]; in filmNegativeProcess()
877 const float gmult = mults[1]; in filmNegativeProcess()
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