Abstract
It is investigated the topology of the set of all distributions of pairs (X,Y) such that Y is a real continuous local martingale on the canonical filtration of the process X and X is stochastic process on a separable metric space T.
It is investigated the topology of the set of all distributions of pairs (X,Y) such that Y is a real continuous local martingale on the canonical filtration of the process X and X is stochastic process on a separable metric space T.