| /dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/tests/ |
| H A D | test_utility_function.py | 82 TryPureTanSubst, TryTanhSubst, TryPureTanhSubst, AbsurdNumberGCD,
1533 assert AbsurdNumberGCD(S(4)) == 4
1534 assert AbsurdNumberGCD(S(4), S(8), S(12)) == 4
1535 assert AbsurdNumberGCD(S(2), S(3), S(12)) == 1
|
| /dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/rules/ |
| H A D | piecewise_linear.py | 92 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | integrand_simplification.py | 92 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | miscellaneous_integration.py | 92 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | exponential.py | 92 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | special_functions.py | 92 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | logarithms.py | 92 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | linear_products.py | 92 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | miscellaneous_trig.py | 92 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | binomial_products.py | 92 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | hyperbolic.py | 92 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| /dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/rubi4/Rubi-Red/ |
| H A D | IntegrationUtilityFunctions.m | 1317 (* m, n, ... must be absurd numbers. AbsurdNumberGCD[m,n,...] returns the gcd of m, n, ... *)
1318 AbsurdNumberGCD[seq__] :=
1322 …AbsurdNumberGCDList[FactorAbsurdNumber[First[lst]],FactorAbsurdNumber[Apply[AbsurdNumberGCD,Rest[l…
1977 num=Apply[AbsurdNumberGCD,lst2];
|
| H A D | IntegrationUtilityFunctions.nb | 6579 RowBox[{"AbsurdNumberGCD", "[",
6584 RowBox[{"AbsurdNumberGCD", "[", "seq__", "]"}], " ", ":=", "\n", " ",
6602 RowBox[{"AbsurdNumberGCD", ",",
14077 RowBox[{"AbsurdNumberGCD", ",", "lst2"}], "]"}]}], ";", "\n", " ",
|
| /dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/ |
| H A D | IntegrationUtilityFunctions.m | 1317 (* m, n, ... must be absurd numbers. AbsurdNumberGCD[m,n,...] returns the gcd of m, n, ... *)
1318 AbsurdNumberGCD[seq__] :=
1322 …AbsurdNumberGCDList[FactorAbsurdNumber[First[lst]],FactorAbsurdNumber[Apply[AbsurdNumberGCD,Rest[l…
1977 num=Apply[AbsurdNumberGCD,lst2];
|
| H A D | IntegrationUtilityFunctions.nb | 6579 RowBox[{"AbsurdNumberGCD", "[",
6584 RowBox[{"AbsurdNumberGCD", "[", "seq__", "]"}], " ", ":=", "\n", " ",
6602 RowBox[{"AbsurdNumberGCD", ",",
14077 RowBox[{"AbsurdNumberGCD", ",", "lst2"}], "]"}]}], ";", "\n", " ",
|
| /dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/ |
| H A D | utility_function.py | 4295 def AbsurdNumberGCD(*seq): function
4300 …return AbsurdNumberGCDList(FactorAbsurdNumber(First(lst)), FactorAbsurdNumber(AbsurdNumberGCD(*Res…
5338 num = AbsurdNumberGCD(*lst2)
|
| H A D | constraints.py | 92 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| /dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/rubi_tests/tests/ |
| H A D | test_special_functions.py | 92 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | test_inverse_hyperbolic_sine.py | 93 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | test_hyperbolic_sine.py | 93 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | test_inverse_sine.py | 93 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | test_secant.py | 93 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | test_tangent.py | 93 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| H A D | test_sine.py | 93 AbsurdNumberGCD, AbsurdNumberGCDList, ExpandTrigExpand,
|
| /dports/math/py-mathics/Mathics3-2.2.0/mathics/packages/Rubi-save/ |
| H A D | IntegrationUtilityFunctions.m | 2135 (* m, n, ... must be absurd numbers. AbsurdNumberGCD[m,n,...] returns the gcd of m, n, ... *)
2136 AbsurdNumberGCD[seq__] :=
2140 …AbsurdNumberGCDList[FactorAbsurdNumber[First[lst]],FactorAbsurdNumber[Apply[AbsurdNumberGCD,Rest[l…
3237 num=Apply[AbsurdNumberGCD,lst2];
|