However the answer i get from wolfram alpha & mathematica are different. Create a rule to express the integral of a product of functions in terms of MeijerG functions. I tried evaluating the following definite integral. Expressing functions in terms of MeijerG allows the computation of their product over the positive reals.
I have noticed that mathematica chokes out on certain definite integrals, but if I do an indeifinite integration and subtract the limiting values of the resulting function, it would readily give me an answer.Īre there different algorithms to compute the definite and indefinite integrals? Is there some reason the above procedure described isn't done by Mathematica manually?Īs people in the comment asked for examples, here are two. Compute answers using Wolfram's breakthrough technology & knowledgebase, relied on by millions of students & professionals. Compute Definite Integrals Using G Reduction.