gives the inverse Mellin transform of expr.
Details and Options
- The inverse Mellin transform of a function is defined to be , where the integration is along a vertical line , lying in a strip in which the function is holomorphic. In some cases, the strip of holomorphy may extend to a half-plane.
- ConditionalExpression[expr,α<Re[s]<β] can be used to indicate the strip of holomorphy. »
- The following options can be given:
Assumptions $Assumptions assumptions on parameters GenerateConditions False whether to generate results that involve conditions on parameters Method Automatic what method to use
- GenerateConditions can be used to obtain the strip of holomorphy. »
- Assumptions can be used to specify a strip of holomorphy. »
- If both Assumptions and ConditionalExpression are used to constrain the strip of holomorphy, then the intersection of the strips is used.
- In TraditionalForm, InverseMellinTransform is output using .
Examplesopen allclose all
Introduced in 2016