/dports/math/libqalculate/libqalculate-3.17.0/libqalculate/ |
H A D | MathStructure-integrate.cc | 2309 if(!mpow.isOne()) mtest ^= mpow; in integrate_function() 2526 if(!mpow.isOne()) mtest ^= mpow; in integrate_function() 2749 if(!mpow.isOne()) mtest ^= mpow; in integrate_function() 3338 if(!mpow.isOne()) mtest ^= mpow; in integrate_function() 3481 if(!mpow.isOne()) minteg ^= mpow; in integrate_function() 3574 if(!mpow.isOne()) mtest ^= mpow; in integrate_function() 3610 if(!mpow.isOne()) mtest ^= mpow; in integrate_function() 3654 if(!mpow.isOne()) mtest ^= mpow; in integrate_function() 3695 if(!mpow.isOne()) mtest ^= mpow; in integrate_function() 3791 if(!mpow.isOne()) mtest ^= mpow; in integrate_function() [all …]
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/dports/math/eigen3/eigen-3.3.9/unsupported/test/ |
H A D | matrix_power.cpp | 78 MatrixPower<MatrixType> mpow(m1); in testGeneral() local 82 m2 = mpow(x); in testGeneral() 83 m3 = mpow(y); in testGeneral() 85 m4 = mpow(x+y); in testGeneral() 89 m4 = mpow(x*y); in testGeneral() 119 MatrixPower<MatrixType> mpow(m); in testSingular() local 122 VERIFY(mpow(0.5L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular() 125 VERIFY(mpow(0.25L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular() 128 VERIFY(mpow(0.125L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular()
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/dports/math/stanmath/math-4.2.0/lib/eigen_3.3.9/unsupported/test/ |
H A D | matrix_power.cpp | 78 MatrixPower<MatrixType> mpow(m1); in testGeneral() local 82 m2 = mpow(x); in testGeneral() 83 m3 = mpow(y); in testGeneral() 85 m4 = mpow(x+y); in testGeneral() 89 m4 = mpow(x*y); in testGeneral() 119 MatrixPower<MatrixType> mpow(m); in testSingular() local 122 VERIFY(mpow(0.5L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular() 125 VERIFY(mpow(0.25L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular() 128 VERIFY(mpow(0.125L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular()
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/dports/math/libsemigroups/libsemigroups-1.3.7/extern/eigen-3.3.7/unsupported/test/ |
H A D | matrix_power.cpp | 78 MatrixPower<MatrixType> mpow(m1); in testGeneral() local 82 m2 = mpow(x); in testGeneral() 83 m3 = mpow(y); in testGeneral() 85 m4 = mpow(x+y); in testGeneral() 89 m4 = mpow(x*y); in testGeneral() 119 MatrixPower<MatrixType> mpow(m); in testSingular() local 122 VERIFY(mpow(0.5L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular() 125 VERIFY(mpow(0.25L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular() 128 VERIFY(mpow(0.125L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular()
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/dports/misc/opennn/opennn-5.0.5/eigen/unsupported/test/ |
H A D | matrix_power.cpp | 78 MatrixPower<MatrixType> mpow(m1); in testGeneral() local 82 m2 = mpow(x); in testGeneral() 83 m3 = mpow(y); in testGeneral() 85 m4 = mpow(x+y); in testGeneral() 89 m4 = mpow(x*y); in testGeneral() 119 MatrixPower<MatrixType> mpow(m); in testSingular() local 122 VERIFY(mpow(0.5L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular() 125 VERIFY(mpow(0.25L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular() 128 VERIFY(mpow(0.125L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular()
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/dports/devel/taskflow/taskflow-3.2.0/3rd-party/eigen-3.3.7/unsupported/test/ |
H A D | matrix_power.cpp | 78 MatrixPower<MatrixType> mpow(m1); in testGeneral() local 82 m2 = mpow(x); in testGeneral() 83 m3 = mpow(y); in testGeneral() 85 m4 = mpow(x+y); in testGeneral() 89 m4 = mpow(x*y); in testGeneral() 119 MatrixPower<MatrixType> mpow(m); in testSingular() local 122 VERIFY(mpow(0.5L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular() 125 VERIFY(mpow(0.25L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular() 128 VERIFY(mpow(0.125L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular()
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/dports/math/py-pystan/pystan-2.19.0.0/pystan/stan/lib/stan_math/lib/eigen_3.3.3/unsupported/test/ |
H A D | matrix_power.cpp | 78 MatrixPower<MatrixType> mpow(m1); in testGeneral() local 82 m2 = mpow(x); in testGeneral() 83 m3 = mpow(y); in testGeneral() 85 m4 = mpow(x+y); in testGeneral() 89 m4 = mpow(x*y); in testGeneral() 119 MatrixPower<MatrixType> mpow(m); in testSingular() local 122 VERIFY(mpow(0.5L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular() 125 VERIFY(mpow(0.25L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular() 128 VERIFY(mpow(0.125L).isApprox(U * (TriangularType(T) * U.adjoint()), tol)); in testSingular()
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/dports/math/flint2/flint-2.8.4/fmpz_mpoly_factor/ |
H A D | irred_wang.c | 38 fmpz_mpoly_t m, mpow; in fmpz_mpoly_factor_irred_wang() local 51 fmpz_mpoly_init(mpow, ctx); in fmpz_mpoly_factor_irred_wang() 187 fmpz_mpoly_pow_ui(mpow, m, r - 1, ctx); in fmpz_mpoly_factor_irred_wang() 188 if (fmpz_mpoly_is_one(mpow, ctx)) in fmpz_mpoly_factor_irred_wang() 195 fmpz_mpoly_mul(newA, A, mpow, ctx); in fmpz_mpoly_factor_irred_wang() 206 fmpz_mpoly_set(t, mpow, ctx); in fmpz_mpoly_factor_irred_wang() 209 fmpz_mpoly_evaluate_one_fmpz(t, mpow, i + 1, alpha + i, ctx); in fmpz_mpoly_factor_irred_wang() 210 fmpz_mpoly_swap(t, mpow, ctx); in fmpz_mpoly_factor_irred_wang() 211 fmpz_mpoly_mul(Aevals + i, Aevals + i, mpow, ctx); in fmpz_mpoly_factor_irred_wang() 315 fmpz_mpoly_clear(mpow, ctx); in fmpz_mpoly_factor_irred_wang()
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H A D | irred_zippel.c | 686 fmpz_mpoly_t m, mpow; in fmpz_mpoly_factor_irred_zippel() local 707 fmpz_mpoly_init(mpow, ctx); in fmpz_mpoly_factor_irred_zippel() 848 fmpz_mpoly_pow_ui(mpow, m, r - 1, ctx); in fmpz_mpoly_factor_irred_zippel() 849 if (fmpz_mpoly_is_one(mpow, ctx)) in fmpz_mpoly_factor_irred_zippel() 856 fmpz_mpoly_mul(newA, A, mpow, ctx); in fmpz_mpoly_factor_irred_zippel() 885 fmpz_mpoly_set(t, mpow, ctx); in fmpz_mpoly_factor_irred_zippel() 888 fmpz_mpoly_evaluate_one_fmpz(t, mpow, i + 1, alpha + i, ctx); in fmpz_mpoly_factor_irred_zippel() 889 fmpz_mpoly_swap(t, mpow, ctx); in fmpz_mpoly_factor_irred_zippel() 890 fmpz_mpoly_mul(Aevals + i, Aevals + i, mpow, ctx); in fmpz_mpoly_factor_irred_zippel() 1067 fmpz_mpoly_clear(mpow, ctx); in fmpz_mpoly_factor_irred_zippel()
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/dports/math/flint2/flint-2.8.4/fq_zech_mpoly_factor/ |
H A D | irred_smprime_wang.c | 37 fq_zech_mpoly_t m, mpow; in fq_zech_mpoly_factor_irred_smprime_wang() local 47 fq_zech_mpoly_init(mpow, ctx); in fq_zech_mpoly_factor_irred_smprime_wang() 169 fq_zech_mpoly_pow_ui(mpow, m, r - 1, ctx); in fq_zech_mpoly_factor_irred_smprime_wang() 170 if (fq_zech_mpoly_is_one(mpow, ctx)) in fq_zech_mpoly_factor_irred_smprime_wang() 177 fq_zech_mpoly_mul(newA, A, mpow, ctx); in fq_zech_mpoly_factor_irred_smprime_wang() 188 fq_zech_mpoly_set(t, mpow, ctx); in fq_zech_mpoly_factor_irred_smprime_wang() 191 fq_zech_mpoly_evaluate_one_fq_zech(t, mpow, i + 1, alpha + i, ctx); in fq_zech_mpoly_factor_irred_smprime_wang() 192 fq_zech_mpoly_swap(t, mpow, ctx); in fq_zech_mpoly_factor_irred_smprime_wang() 193 fq_zech_mpoly_mul(Aevals + i, Aevals + i, mpow, ctx); in fq_zech_mpoly_factor_irred_smprime_wang() 296 fq_zech_mpoly_clear(mpow, ctx); in fq_zech_mpoly_factor_irred_smprime_wang()
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H A D | irred_smprime_zippel.c | 1091 fq_zech_mpoly_t m, mpow; in fq_zech_mpoly_factor_irred_smprime_zippel() local 1104 fq_zech_mpoly_init(mpow, ctx); in fq_zech_mpoly_factor_irred_smprime_zippel() 1228 fq_zech_mpoly_pow_ui(mpow, m, r - 1, ctx); in fq_zech_mpoly_factor_irred_smprime_zippel() 1229 if (fq_zech_mpoly_is_one(mpow, ctx)) in fq_zech_mpoly_factor_irred_smprime_zippel() 1236 fq_zech_mpoly_mul(newA, A, mpow, ctx); in fq_zech_mpoly_factor_irred_smprime_zippel() 1256 fq_zech_mpoly_set(t, mpow, ctx); in fq_zech_mpoly_factor_irred_smprime_zippel() 1259 fq_zech_mpoly_evaluate_one_fq_zech(t, mpow, i + 1, alpha + i, ctx); in fq_zech_mpoly_factor_irred_smprime_zippel() 1260 fq_zech_mpoly_swap(t, mpow, ctx); in fq_zech_mpoly_factor_irred_smprime_zippel() 1261 fq_zech_mpoly_mul(Aevals + i, Aevals + i, mpow, ctx); in fq_zech_mpoly_factor_irred_smprime_zippel() 1374 fq_zech_mpoly_clear(mpow, ctx); in fq_zech_mpoly_factor_irred_smprime_zippel()
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/dports/math/flint2/flint-2.8.4/nmod_mpoly_factor/ |
H A D | irred_smprime_wang.c | 41 nmod_mpoly_t m, mpow; in nmod_mpoly_factor_irred_smprime_wang() local 51 nmod_mpoly_init(mpow, ctx); in nmod_mpoly_factor_irred_smprime_wang() 177 nmod_mpoly_pow_ui(mpow, m, r - 1, ctx); in nmod_mpoly_factor_irred_smprime_wang() 178 if (nmod_mpoly_is_one(mpow, ctx)) in nmod_mpoly_factor_irred_smprime_wang() 185 nmod_mpoly_mul(newA, A, mpow, ctx); in nmod_mpoly_factor_irred_smprime_wang() 196 nmod_mpoly_set(t, mpow, ctx); in nmod_mpoly_factor_irred_smprime_wang() 199 nmod_mpoly_evaluate_one_ui(t, mpow, i + 1, alpha[i], ctx); in nmod_mpoly_factor_irred_smprime_wang() 200 nmod_mpoly_swap(t, mpow, ctx); in nmod_mpoly_factor_irred_smprime_wang() 201 nmod_mpoly_mul(Aevals + i, Aevals + i, mpow, ctx); in nmod_mpoly_factor_irred_smprime_wang() 306 nmod_mpoly_clear(mpow, ctx); in nmod_mpoly_factor_irred_smprime_wang()
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H A D | irred_smprime_zippel.c | 41 nmod_mpoly_t m, mpow; in nmod_mpoly_factor_irred_smprime_zippel() local 54 nmod_mpoly_init(mpow, ctx); in nmod_mpoly_factor_irred_smprime_zippel() 191 nmod_mpoly_pow_ui(mpow, m, r - 1, ctx); in nmod_mpoly_factor_irred_smprime_zippel() 192 if (nmod_mpoly_is_one(mpow, ctx)) in nmod_mpoly_factor_irred_smprime_zippel() 199 nmod_mpoly_mul(newA, A, mpow, ctx); in nmod_mpoly_factor_irred_smprime_zippel() 219 nmod_mpoly_set(t, mpow, ctx); in nmod_mpoly_factor_irred_smprime_zippel() 222 nmod_mpoly_evaluate_one_ui(t, mpow, i + 1, alpha[i], ctx); in nmod_mpoly_factor_irred_smprime_zippel() 223 nmod_mpoly_swap(t, mpow, ctx); in nmod_mpoly_factor_irred_smprime_zippel() 224 nmod_mpoly_mul(Aevals + i, Aevals + i, mpow, ctx); in nmod_mpoly_factor_irred_smprime_zippel() 333 nmod_mpoly_clear(mpow, ctx); in nmod_mpoly_factor_irred_smprime_zippel()
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/dports/math/flint2/flint-2.8.4/fq_nmod_mpoly_factor/ |
H A D | irred_smprime_wang.c | 38 fq_nmod_mpoly_t m, mpow; in fq_nmod_mpoly_factor_irred_smprime_wang() local 48 fq_nmod_mpoly_init(mpow, ctx); in fq_nmod_mpoly_factor_irred_smprime_wang() 172 fq_nmod_mpoly_pow_ui(mpow, m, r - 1, ctx); in fq_nmod_mpoly_factor_irred_smprime_wang() 173 if (fq_nmod_mpoly_is_one(mpow, ctx)) in fq_nmod_mpoly_factor_irred_smprime_wang() 180 fq_nmod_mpoly_mul(newA, A, mpow, ctx); in fq_nmod_mpoly_factor_irred_smprime_wang() 191 fq_nmod_mpoly_set(t, mpow, ctx); in fq_nmod_mpoly_factor_irred_smprime_wang() 194 fq_nmod_mpoly_evaluate_one_fq_nmod(t, mpow, i + 1, alpha + i, ctx); in fq_nmod_mpoly_factor_irred_smprime_wang() 195 fq_nmod_mpoly_swap(t, mpow, ctx); in fq_nmod_mpoly_factor_irred_smprime_wang() 196 fq_nmod_mpoly_mul(Aevals + i, Aevals + i, mpow, ctx); in fq_nmod_mpoly_factor_irred_smprime_wang() 301 fq_nmod_mpoly_clear(mpow, ctx); in fq_nmod_mpoly_factor_irred_smprime_wang()
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/dports/math/flint2/flint-2.8.4/fmpz_mod_mpoly_factor/ |
H A D | irred_smprime_wang.c | 41 fmpz_mod_mpoly_t m, mpow; in fmpz_mod_mpoly_factor_irred_smprime_wang() local 51 fmpz_mod_mpoly_init(mpow, ctx); in fmpz_mod_mpoly_factor_irred_smprime_wang() 177 fmpz_mod_mpoly_pow_ui(mpow, m, r - 1, ctx); in fmpz_mod_mpoly_factor_irred_smprime_wang() 178 if (fmpz_mod_mpoly_is_one(mpow, ctx)) in fmpz_mod_mpoly_factor_irred_smprime_wang() 185 fmpz_mod_mpoly_mul(newA, A, mpow, ctx); in fmpz_mod_mpoly_factor_irred_smprime_wang() 196 fmpz_mod_mpoly_set(t, mpow, ctx); in fmpz_mod_mpoly_factor_irred_smprime_wang() 199 fmpz_mod_mpoly_evaluate_one_fmpz(t, mpow, i + 1, alpha + i, ctx); in fmpz_mod_mpoly_factor_irred_smprime_wang() 200 fmpz_mod_mpoly_swap(t, mpow, ctx); in fmpz_mod_mpoly_factor_irred_smprime_wang() 201 fmpz_mod_mpoly_mul(Aevals + i, Aevals + i, mpow, ctx); in fmpz_mod_mpoly_factor_irred_smprime_wang() 308 fmpz_mod_mpoly_clear(mpow, ctx); in fmpz_mod_mpoly_factor_irred_smprime_wang()
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H A D | irred_smprime_zippel.c | 41 fmpz_mod_mpoly_t m, mpow; in fmpz_mod_mpoly_factor_irred_smprime_zippel() local 51 fmpz_mod_mpoly_init(mpow, ctx); in fmpz_mod_mpoly_factor_irred_smprime_zippel() 177 fmpz_mod_mpoly_pow_ui(mpow, m, r - 1, ctx); in fmpz_mod_mpoly_factor_irred_smprime_zippel() 178 if (fmpz_mod_mpoly_is_one(mpow, ctx)) in fmpz_mod_mpoly_factor_irred_smprime_zippel() 185 fmpz_mod_mpoly_mul(newA, A, mpow, ctx); in fmpz_mod_mpoly_factor_irred_smprime_zippel() 205 fmpz_mod_mpoly_set(t, mpow, ctx); in fmpz_mod_mpoly_factor_irred_smprime_zippel() 208 fmpz_mod_mpoly_evaluate_one_fmpz(t, mpow, i + 1, alpha + i, ctx); in fmpz_mod_mpoly_factor_irred_smprime_zippel() 209 fmpz_mod_mpoly_swap(t, mpow, ctx); in fmpz_mod_mpoly_factor_irred_smprime_zippel() 210 fmpz_mod_mpoly_mul(Aevals + i, Aevals + i, mpow, ctx); in fmpz_mod_mpoly_factor_irred_smprime_zippel() 326 fmpz_mod_mpoly_clear(mpow, ctx); in fmpz_mod_mpoly_factor_irred_smprime_zippel()
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/dports/math/p5-Math-Matrix/Math-Matrix-0.94/t/ |
H A D | mpow-pow.t | 15 my $z = $x -> mpow($y); 40 my $z = $x -> mpow($y); 65 my $z = $x -> mpow($y); 90 my $z = $x -> mpow($y); 124 my $z = $x -> mpow($y); 159 my $z = $x -> mpow($y);
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/dports/math/libmesh/libmesh-1.6.2/contrib/eigen/3.2.9/unsupported/test/ |
H A D | matrix_power.cpp | 91 MatrixPower<MatrixType> mpow(m1); in testExponentLaws() local 95 m2 = mpow(x); in testExponentLaws() 96 m3 = mpow(y); in testExponentLaws() 98 m4 = mpow(x+y); in testExponentLaws() 102 m4 = mpow(x*y); in testExponentLaws()
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/dports/graphics/wdune/wdune-1.926/vcglib/eigenlib/unsupported/test/ |
H A D | matrix_power.cpp | 91 MatrixPower<MatrixType> mpow(m1); in testExponentLaws() local 95 m2 = mpow(x); in testExponentLaws() 96 m3 = mpow(y); in testExponentLaws() 98 m4 = mpow(x+y); in testExponentLaws() 102 m4 = mpow(x*y); in testExponentLaws()
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/dports/games/hyperrogue/hyperrogue-12.0f/generators/ |
H A D | bring.cpp | 34 int mpow(int a, int n) { in mpow() function 73 if(P == 0 && mpow(R, 5) == id) printf("deg5 R\n"); in main() 75 if(mpow(multable[R][P], 4) != id) continue; in main() 76 if(mpow(R, 5) != id) continue; in main()
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H A D | macbeath.cpp | 35 int mpow(int a, int n) { in mpow() function 91 if(mpow(multable_psl[R][P], 3) != id) continue; in main() 92 if(mpow(R, 7) != id) continue; in main()
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/dports/lang/voc/voc-63008f6/src/library/ulm/ |
H A D | ulmIntOperations.Mod | 37 mod* = 5; pow* = 6; inc* = 7; dec* = 8; mmul* = 9; mpow* = 10; 41 Operation* = Operations.Operation; (* Operations.add..mpow *) 314 Op(mpow, op1, op2, op3, result); 321 Op(mpow, op1, op2, op3, op1); 328 Op(mpow, op1, op2, op3, result);
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/dports/security/heaan/HEAAN-2.1-40-g48a1ed0/HEAAN/src/ |
H A D | TestScheme.cpp | 269 complex<double>* mpow = new complex<double>[n]; in testPowerOf2() local 272 mpow[i] = pow(mvec[i], degree); in testPowerOf2() 283 StringUtils::compare(mpow, dpow, n, "pow2"); in testPowerOf2() 303 complex<double>* mpow = new complex<double>[n]; in testPower() local 305 mpow[i] = pow(mvec[i], degree); in testPower() 316 StringUtils::compare(mpow, dpow, n, "pow"); in testPower()
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/dports/math/p5-Math-Prime-Util-GMP/Math-Prime-Util-GMP-0.52/ |
H A D | utility.c | 1276 mpz_t mpow, t1, t2, t3; in poly_mod_pow() local 1282 mpz_init_set(mpow, power); in poly_mod_pow() 1285 while (mpz_cmp_ui(mpow, 0) > 0) { in poly_mod_pow() 1287 mpz_tdiv_q_2exp(mpow, mpow, 1); in poly_mod_pow() 1291 mpz_clear(mpow); in poly_mod_pow() 1511 mpz_t mpow; in polyz_pow_polymod() local 1534 mpz_init_set(mpow, power); in polyz_pow_polymod() 1536 if (mpz_odd_p(mpow)) { in polyz_pow_polymod() 1540 mpz_tdiv_q_2exp(mpow, mpow, 1); in polyz_pow_polymod() 1541 if (mpz_cmp_ui(mpow, 0) > 0) { in polyz_pow_polymod() [all …]
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/dports/net-mgmt/lldpd/lldpd-1.0.8/src/lib/atoms/ |
H A D | med.c | 909 struct _lldpctl_atom_med_power_t *mpow = in _lldpctl_atom_new_med_power() local 911 mpow->parent = va_arg(ap, struct _lldpctl_atom_port_t *); in _lldpctl_atom_new_med_power() 912 lldpctl_atom_inc_ref((lldpctl_atom_t *)mpow->parent); in _lldpctl_atom_new_med_power() 919 struct _lldpctl_atom_med_power_t *mpow = in _lldpctl_atom_free_med_power() local 921 lldpctl_atom_dec_ref((lldpctl_atom_t *)mpow->parent); in _lldpctl_atom_free_med_power() 927 struct _lldpctl_atom_med_power_t *mpow = in _lldpctl_atom_get_str_med_power() local 929 struct lldpd_port *port = mpow->parent->port; in _lldpctl_atom_get_str_med_power()
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