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Searched refs:NormalizeLeadTermSigns (Results 1 – 25 of 33) sorted by relevance

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/dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/
H A Dutility_function.py3353 v = NormalizeLeadTermSigns(NormalizeIntegrandAux(u, x))
3354 if v == NormalizeLeadTermSigns(u):
3443 return NormalizeLeadTermSigns(Together(u))
3445 def NormalizeLeadTermSigns(u): function
3514 v = NormalizeLeadTermSigns(NormalizeIntegrandAux(Simplify(u), x))
3517 if v != NormalizeLeadTermSigns(u):
5650 …return b*SimplifyAntiderivative(u,x) - b*ArcTan(NormalizeLeadTermSigns(denr*Sin(2*u)/(numr+denr*Co…
5655 …return b*SimplifyAntiderivative(u,x) + b*ArcTan(NormalizeLeadTermSigns(denr*Cos(u)*Sin(u)/(numr+de…
5659 …return b*SimplifyAntiderivative(u,x) - b*ArcTan(NormalizeLeadTermSigns(denr*Cos(u)*Sin(u)/(numr+de…
5705 …return b*SimplifyAntiderivative(u,x) - b*ArcTan(NormalizeLeadTermSigns(denr*Cos(u)*Sin(u)/(numr+de…
[all …]
H A Dconstraints.py76 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
/dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/rules/
H A Dpiecewise_linear.py76 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dintegrand_simplification.py76 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dmiscellaneous_integration.py76 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dexponential.py76 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dspecial_functions.py76 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dlogarithms.py76 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dlinear_products.py76 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dmiscellaneous_trig.py76 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dbinomial_products.py76 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dhyperbolic.py76 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/rubi4/Rubi-Red/
H A DIntegrationUtilityFunctions.m1576 v=NormalizeLeadTermSigns[NormalizeIntegrandAux[Simplify[u],x]];
1577 If[v===NormalizeLeadTermSigns[u],
1588 v=NormalizeLeadTermSigns[NormalizeIntegrandAux[Simplify[v],x]];
1589 If[v===NormalizeLeadTermSigns[u],
1600 Module[{v=NormalizeLeadTermSigns[NormalizeIntegrandAux[u,x]]},
1601 If[v===NormalizeLeadTermSigns[u],
1661 (* NormalizeLeadTermSigns[u] returns an expression equal u but with not more than one sum
1663 NormalizeLeadTermSigns[u_] :=
H A DIntegrationUtilityFunctions.nb10113 RowBox[{"NormalizeLeadTermSigns", "[",
10121 RowBox[{"NormalizeLeadTermSigns", "[", "u", "]"}]}], ",", "\n",
10163 RowBox[{"NormalizeLeadTermSigns", "[",
10171 RowBox[{"NormalizeLeadTermSigns", "[", "u", "]"}]}], ",",
10284 RowBox[{"NormalizeLeadTermSigns", "[",
10290 RowBox[{"NormalizeLeadTermSigns", "[", "u", "]"}]}], ",", "\n",
10740 Cell["NormalizeLeadTermSigns", "Subsection",
10751 RowBox[{"NormalizeLeadTermSigns", "[", "u", "]"}], " ", "returns", " ",
10759 RowBox[{"NormalizeLeadTermSigns", "[", "u_", "]"}], " ", ":=", "\n", " ",
/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/
H A DIntegrationUtilityFunctions.m1576 v=NormalizeLeadTermSigns[NormalizeIntegrandAux[Simplify[u],x]];
1577 If[v===NormalizeLeadTermSigns[u],
1588 v=NormalizeLeadTermSigns[NormalizeIntegrandAux[Simplify[v],x]];
1589 If[v===NormalizeLeadTermSigns[u],
1600 Module[{v=NormalizeLeadTermSigns[NormalizeIntegrandAux[u,x]]},
1601 If[v===NormalizeLeadTermSigns[u],
1661 (* NormalizeLeadTermSigns[u] returns an expression equal u but with not more than one sum
1663 NormalizeLeadTermSigns[u_] :=
H A DIntegrationUtilityFunctions.nb10113 RowBox[{"NormalizeLeadTermSigns", "[",
10121 RowBox[{"NormalizeLeadTermSigns", "[", "u", "]"}]}], ",", "\n",
10163 RowBox[{"NormalizeLeadTermSigns", "[",
10171 RowBox[{"NormalizeLeadTermSigns", "[", "u", "]"}]}], ",",
10284 RowBox[{"NormalizeLeadTermSigns", "[",
10290 RowBox[{"NormalizeLeadTermSigns", "[", "u", "]"}]}], ",", "\n",
10740 Cell["NormalizeLeadTermSigns", "Subsection",
10751 RowBox[{"NormalizeLeadTermSigns", "[", "u", "]"}], " ", "returns", " ",
10759 RowBox[{"NormalizeLeadTermSigns", "[", "u_", "]"}], " ", ":=", "\n", " ",
/dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/tests/
H A Dtest_utility_function.py67 NormalizeTogether, NormalizeLeadTermSigns, AbsorbMinusSign,
1277 assert NormalizeLeadTermSigns((-x + 3)*(x**2 + 3)) == (-x + 3)*(x**2 + 3)
1278 assert NormalizeLeadTermSigns(x + 3) == x + 3
/dports/math/py-mathics/Mathics3-2.2.0/mathics/packages/Rubi-save/
H A DIntegrationUtilityFunctions.m2173 With[{v=NormalizeLeadTermSigns[NormalizeIntegrandAux[u,x]]},
2174 If[v===NormalizeLeadTermSigns[u],
2236 (*NormalizeLeadTermSigns*)
2240 NormalizeLeadTermSigns[Together[u]]
2243 (* NormalizeLeadTermSigns[u] returns an expression equal u but with not more than one sum
2245 NormalizeLeadTermSigns[u_] :=
2352 v=NormalizeLeadTermSigns[NormalizeIntegrandAux[Simplify[u],x]];
2355 If[v=!=NormalizeLeadTermSigns[u],
5989 …b*SimplifyAntiderivative[u,x] - b*ArcTan[NormalizeLeadTermSigns[denr*Sin[2*u]/(numr+denr*Cos[2*u])…
5994 …b*SimplifyAntiderivative[u,x] + b*ArcTan[NormalizeLeadTermSigns[denr*Cos[u]*Sin[u]/(numr+denr*Sin[…
[all …]
/dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/rubi_tests/tests/
H A Dtest_special_functions.py76 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dtest_inverse_hyperbolic_sine.py77 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dtest_hyperbolic_sine.py77 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dtest_inverse_sine.py77 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dtest_secant.py77 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dtest_tangent.py77 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,
H A Dtest_sine.py77 NormalizeLeadTermSigns, AbsorbMinusSign, NormalizeSumFactors,

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