Flows of kernels and coalescing flows
Let \((M,d)\) be a compact separable metric space, and \(\{P_t^{(n)},\;n\geq 1\}\) a family of Feller semigroups defined on \(C(M^n)\), satisfying a relation of compatibility. This paper is an announcement of results relating one such family and the concepts of Feller convolution semigroup, stochastic flow of kernels, and coalescing flows. Proofs are not included.
scientific article; zbMATH DE number 1907790