Asymptotic results for super-Brownian motions and semilinear differential equations
The known relation between the moment generating function of the occupation time and the solution of some differential-integral equation is used to prove limit theorems for the three-dimensional super-Brownian motion. The author continues to investigate some fine behaviors of super-Brownian motion for dimension three where the cumulant generating function is estimated, in contrast to some papers from the literature where the cumulants are estimated.
scientific article; zbMATH DE number 1906010