Moments of Poisson stochastic integrals with random integrands
  We compute the moment of order n of the Poisson stochastic integral of a random process u over a metric space X as a sum that runs over all partitions of {1,...,n} and involves the addition of points to Poisson configurations. This formula recovers known results in case u is a deterministic function on X. 
Nicolas Privault
math.PR math.CO