Resumen de Measure-Valued Flows Given Consistent Exchangeable Families
Kai-Nan Xiang
Given a Polish space E and a consistent exchangeable family of all k-point motions in E, a universal framework on related measure-valued flow (MVF) describing how probabilities evolve under the consistent exchangeable family is given. And when E=R 1 and 1-point motion is a 1-dimensional diffusion, local time and Tanaka formula for MVFs are studied.
