Martingale problem for superprocesses with non-classical branching functional
The author studies: the existence of the full martingale problem for a superprocess with parameters, the uniqueness of the solution of this full martingale problem by using approximations of the superprocess, the connections with the so-called partial martingale problem. The results are then applied to construct superprocesses with interactions, via a Dawson-Girsanov transformation for the binary branching.
scientific article; zbMATH DE number 5078105
scientific article