I've spent hours on a problem, but it boils down to evaluating this sum:
$\sum_{m=1}^{\infty}p^{m-1} e^{\lambda z^m}$
where,
$z, \lambda\in \mathbb{R}, p\in [0,1]$
I don't know how to evaluate it. Is this trivial?
I've spent hours on a problem, but it boils down to evaluating this sum:
$\sum_{m=1}^{\infty}p^{m-1} e^{\lambda z^m}$
where,
$z, \lambda\in \mathbb{R}, p\in [0,1]$
I don't know how to evaluate it. Is this trivial?