help to write the Mathematica or Maple code for $\log(1+x)$ as MeijerG

Question

I am having difficulties working with some integral and I believe that if the natural logarithm in that integral is converted to its MeijerG equivalent, then it will be solved easily.

can somebody help me to write the MeijerG code for Maple, Mathematica or Matlab that is equivalent to $\ln(1+x)$?

Thanks in advance.

Answer 1

In Maple:

[> convert(ln(1+x),MeijerG,include=elementary);

$$xG^{1, 2}_{2, 2}\left(x\, \Big\vert\,^{0, 0}_{0, -1}\right)$$