print/MHypergeom
¶$\operatorname{MHypergeom}(g, x, b)$
libname := libname, FileTools:-JoinPath(["maple","lib","dcfun.mla"],base=homedir):
with(dcfun):
For a Mahlerian hypergeometric element, it is usual to see it essentially as an infinite product.
y := MHypergeom(2*x*(3 + 4*x), x, 5);
$$\ln \! \left(\frac{1}{x}\right)^{\frac{\ln \left(6\right)}{\ln \left(5\right)}} x^{\frac{1}{4}} \left(\overset{\infty}{\underset{\textit{\_k1} =0}{\textcolor{gray}{\prod}}}\! \frac{3}{3+4 x^{5^{\textit{\_k1}}}}\right)$$
But the hypergeometric structure is keeped in the Maple expression.
lprint(y);
$$$$