Stochastic n-point D-bifurcations of stochastic Lévy flows and their complexity on finite spaces
Stochastic n-point D-bifurcations of stochastic Lévy flows and their complexity on finite spaces
This paper refines the classical notion of a stochastic D-bifurcation to the respective family of n-point motions for homogeneous Markovian stochastic semiflows, such as stochastic Brownian flows of homeomorphisms, and their generalizations. This notion essentially detects at which level the support of the invariant measure of the k-point bifurcation has …