(no subject)

I went to the library and read van Peype's paper, sort of (it's still in German).

I have a question. Watson says that that integral I₃, or let's say I₃(0) where

appeared in the paper by van Peype. But it seemed as though the integrals I₃(0, 0, 1) and I₃(0, 1, 1) were more important. Can those integrals also be evaluated? *boggle* Oh wait, the answer is yes? But was it really only proved in 2002? *double boggle*

Also in that paper they totally said that

random walk integral becomes laplace transform

and after prodigious efforts, ancient astronauts have   alien technology   actual scientists have   mathematicians have found a closed form for the above integral. (J₀ is used to mean the zeroth Bessel function.)

What if there's a closed form for ? What then?