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Searched refs:FunctionOfLog (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.py89 FunctionOfLog, PowerVariableExpn, PowerVariableDegree, PowerVariableSubst,
1752 assert not FunctionOfLog(x**2*(a + b*x)**3*exp(-a - b*x) ,False, False, x)
1753 assert FunctionOfLog(rubi_log(2*x**8)*2 + rubi_log(2*x**8) + 1, x) == [3*x + 1, 2*x**8, 8]
1754 assert FunctionOfLog(rubi_log(2*x)**2,x) == [x**2, 2*x, 1]
1755 assert FunctionOfLog(rubi_log(3*x**3)**2 + 1,x) == [x**2 + 1, 3*x**3, 3]
1756 assert FunctionOfLog(rubi_log(2*x**8)*2,x) == [2*x, 2*x**8, 8]
1757 assert not FunctionOfLog(2*sin(x)*2,x)
/dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/rules/
H A Dpiecewise_linear.py99 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
H A Dintegrand_simplification.py99 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
H A Dlogarithms.py99 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
1401 lst = FunctionOfLog(u*x, x)
1412 lst = FunctionOfLog(u*x, x)
H A Dmiscellaneous_integration.py99 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
H A Dexponential.py99 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
H A Dspecial_functions.py99 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
H A Dlinear_products.py99 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
H A Dmiscellaneous_trig.py99 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
/dports/math/reduce/Reduce-svn5758-src/packages/rubi_red/rubi-rules/
H A DIntegrationUtilityFunctions.m2119 (* If u (x) is equivalent to an expression of the form f (Log[a*x^n]), FunctionOfLog[u,x] returns
2121 FunctionOfLog[u_,x_Symbol] :=
2122 Module[{lst=FunctionOfLog[u,False,False,x]},
2128 FunctionOfLog[u_,v_,n_,x_] :=
2142 {Map[Function[lst=FunctionOfLog[#,lst[[2]],lst[[3]],x];
/dports/math/reduce/Reduce-svn5758-src/packages/rubi_red/rubi-rules/ExponentialFunctions/
H A DLogarithmFunctions.m1303 Module[{lst=FunctionOfLog[u,x]},
1310 Module[{lst=FunctionOfLog[u,x]},
/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/rubi4/Rubi-Red/
H A DIntegrationUtilityFunctions.m3153 (* If u (x) is equivalent to an expression of the form f (Log[a*x^n]), FunctionOfLog[u,x] returns
3155 FunctionOfLog[u_,x_Symbol] :=
3156 Module[{lst=FunctionOfLog[u,False,False,x]},
3162 FunctionOfLog[u_,v_,n_,x_] :=
3176 {Map[Function[lst=FunctionOfLog[#,lst[[2]],lst[[3]],x];
H A DIntegrationUtilityFunctions.nb22425 RowBox[{"FunctionOfLog", "[",
22437 RowBox[{"FunctionOfLog", "[",
22443 RowBox[{"FunctionOfLog", "[",
22457 RowBox[{"FunctionOfLog", "[",
22517 RowBox[{"FunctionOfLog", "[",
/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/
H A DIntegrationUtilityFunctions.m3153 (* If u (x) is equivalent to an expression of the form f (Log[a*x^n]), FunctionOfLog[u,x] returns
3155 FunctionOfLog[u_,x_Symbol] :=
3156 Module[{lst=FunctionOfLog[u,False,False,x]},
3162 FunctionOfLog[u_,v_,n_,x_] :=
3176 {Map[Function[lst=FunctionOfLog[#,lst[[2]],lst[[3]],x];
H A DIntegrationUtilityFunctions.nb22425 RowBox[{"FunctionOfLog", "[",
22437 RowBox[{"FunctionOfLog", "[",
22443 RowBox[{"FunctionOfLog", "[",
22457 RowBox[{"FunctionOfLog", "[",
22517 RowBox[{"FunctionOfLog", "[",
/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/rubi4/IntegrationRules/MathematicaNotebookFiles/
H A DIntegrationUtilityFunctions.nb9471 RowBox[{"FunctionOfLog", "[",
9483 RowBox[{"FunctionOfLog", "[",
9489 RowBox[{"FunctionOfLog", "[",
9503 RowBox[{"FunctionOfLog", "[",
9563 RowBox[{"FunctionOfLog", "[",
/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/rubi4/IntegrationRules/MathematicaNotebookFiles/ExponentialFunctions/
H A DLogarithmFunctions.nb8949 RowBox[{"FunctionOfLog", "[",
8988 RowBox[{"FunctionOfLog", "[",
/dports/math/py-mathics/Mathics3-2.2.0/mathics/packages/Rubi-save/
H A DIntegrationUtilityFunctions.m5185 (*FunctionOfLog*)
5188 (* If u (x) is equivalent to an expression of the form f (Log[a*x^n]), FunctionOfLog[u,x] returns
5190 FunctionOfLog[u_,x_Symbol] :=
5191 With[{lst=FunctionOfLog[u,False,False,x]},
5197 FunctionOfLog[u_,v_,n_,x_] :=
5211 {Map[Function[lst=FunctionOfLog[#,lst[[2]],lst[[3]],x];
/dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/
H A Dutility_function.py4870 def FunctionOfLog(u, *args): function
4875 lst = FunctionOfLog(u, False, False, x)
4900 lst = FunctionOfLog(i, lst[1], lst[2], x)
/dports/math/py-sympy/sympy-1.9/sympy/integrals/rubi/rubi_tests/tests/
H A Dtest_special_functions.py99 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
H A Dtest_inverse_hyperbolic_sine.py100 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
H A Dtest_hyperbolic_sine.py100 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
H A Dtest_inverse_sine.py100 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
H A Dtest_secant.py100 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,
H A Dtest_tangent.py100 FunctionOfLog, PowerVariableExpn, PowerVariableDegree,

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