In article i9f98.127372$[EMAIL PROTECTED],
Alex Levin [EMAIL PROTECTED] wrote:
Hi all,
Does anybody know if a Generalized Gamma (GG) distribution is infinitely
divisible for ALL power parameters Nu: -infNu+inf?
(GG r.v. is a Nu-s power of a Gamma distributed r.v. G(Alpha,Beta):
Hi all,
Does anybody know if a Generalized Gamma (GG) distribution is infinitely
divisible for ALL power parameters Nu: -infNu+inf?
(GG r.v. is a Nu-s power of a Gamma distributed r.v. G(Alpha,Beta):
GG(Nu,Alpha,Beta)=G(Alpha,Beta)^Nu )
I know it was proven for many cases: Nu=1, -1; Nu1 and