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Searched refs:FunctionOfTanhWeight (Results 1 – 25 of 37) sorted by relevance

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/dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/tests/
H A Dtest_utility_function.py74 FunctionOfTanhQ, FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
1393 assert FunctionOfTanhWeight(x, v, x) == 0
1394 assert FunctionOfTanhWeight(sinh(v), v, x) == 0
1395 assert FunctionOfTanhWeight(tanh(v), v, x) == 1
1396 assert FunctionOfTanhWeight(coth(v), v, x) == -1
1397 assert FunctionOfTanhWeight(t**2, v, x) == 1
1398 assert FunctionOfTanhWeight(sinh(v)**2, v, x) == -1
1399 assert FunctionOfTanhWeight(coth(v)*sinh(v)**2, v, x) == -2
/dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/rules/
H A Dpiecewise_linear.py83 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
H A Dintegrand_simplification.py83 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
H A Dmiscellaneous_integration.py83 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
H A Dexponential.py83 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
H A Dspecial_functions.py83 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
H A Dlogarithms.py83 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
H A Dlinear_products.py83 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
H A Dmiscellaneous_trig.py83 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
/dports/math/reduce/Reduce-svn5758-src/packages/rubi_red/rubi-rules/
H A DIntegrationUtilityFunctions.m2050 FunctionOfTanhWeight[u,v,x] returns a nonnegative number if u is best considered a function
2052 FunctionOfTanhWeight[u_,v_,x_] :=
2069 Apply[Plus,Map[Function[FunctionOfTanhWeight[#,v,x]],Apply[List,u]]],
2071 Apply[Plus,Map[Function[FunctionOfTanhWeight[#,v,x]],Apply[List,u]]]]]]]]
H A DGeneralIntegrationRules.m962 FunctionOfQ[Tanh[x],u,x] && FunctionOfTanhWeight[u,x,x]>=0 && TryTanhSubst[u,x]
976 FunctionOfQ[Coth[x],u,x] && FunctionOfTanhWeight[u,x,x]<0 && TryTanhSubst[u,x]
/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/rubi4/Rubi-Red/
H A DIntegrationUtilityFunctions.m3092 FunctionOfTanhWeight[u,v,x] returns a nonnegative number if u is best considered a function
3094 FunctionOfTanhWeight[u_,v_,x_] :=
3111 Apply[Plus,Map[Function[FunctionOfTanhWeight[#,v,x]],Apply[List,u]]],
3113 Apply[Plus,Map[Function[FunctionOfTanhWeight[#,v,x]],Apply[List,u]]]]]]]]
H A DIntegrationUtilityFunctions.nb22122 RowBox[{"FunctionOfTanhWeight", "[",
22130 RowBox[{"FunctionOfTanhWeight", "[",
22221 RowBox[{"FunctionOfTanhWeight", "[",
22231 RowBox[{"FunctionOfTanhWeight", "[",
/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/
H A DIntegrationUtilityFunctions.m3092 FunctionOfTanhWeight[u,v,x] returns a nonnegative number if u is best considered a function
3094 FunctionOfTanhWeight[u_,v_,x_] :=
3111 Apply[Plus,Map[Function[FunctionOfTanhWeight[#,v,x]],Apply[List,u]]],
3113 Apply[Plus,Map[Function[FunctionOfTanhWeight[#,v,x]],Apply[List,u]]]]]]]]
H A DIntegrationUtilityFunctions.nb22122 RowBox[{"FunctionOfTanhWeight", "[",
22130 RowBox[{"FunctionOfTanhWeight", "[",
22221 RowBox[{"FunctionOfTanhWeight", "[",
22231 RowBox[{"FunctionOfTanhWeight", "[",
/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/rubi4/IntegrationRules/MathematicaNotebookFiles/
H A DIntegrationUtilityFunctions.nb9168 RowBox[{"FunctionOfTanhWeight", "[",
9176 RowBox[{"FunctionOfTanhWeight", "[",
9267 RowBox[{"FunctionOfTanhWeight", "[",
9277 RowBox[{"FunctionOfTanhWeight", "[",
H A DGeneralIntegrationRules.nb3764 RowBox[{"FunctionOfTanhWeight", "[",
3800 RowBox[{"FunctionOfTanhWeight", "[",
/dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/
H A Dutility_function.py3829 def FunctionOfTanhWeight(u, v, x): function
3865 return Add(*[FunctionOfTanhWeight(i, v, x) for i in u.args])
3867 return Add(*[FunctionOfTanhWeight(i, v, x) for i in u.args])
/dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/rubi_tests/tests/
H A Dtest_special_functions.py83 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
H A Dtest_inverse_hyperbolic_sine.py84 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
H A Dtest_hyperbolic_sine.py84 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
H A Dtest_inverse_sine.py84 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
H A Dtest_secant.py84 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
H A Dtest_tangent.py84 FunctionOfTanhWeight, FunctionOfHyperbolicQ, SmartNumerator,
/dports/math/py-mathics/Mathics3-2.2.0/mathics/packages/Rubi-save/
H A DIntegrationUtilityFunctions.m5099 FunctionOfTanhWeight[u,v,x] returns a nonnegative number if u is best considered a function
5101 FunctionOfTanhWeight[u_,v_,x_] :=
5118 Apply[Plus,Map[Function[FunctionOfTanhWeight[#,v,x]],Apply[List,u]]],
5120 Apply[Plus,Map[Function[FunctionOfTanhWeight[#,v,x]],Apply[List,u]]]]]]]]

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