Some properties of Markov processes associated with time dependent Dirichlet forms
The author constructed in the paper reviewed above a Hunt process associated with a time dependent family of regular Dirichlet forms as a process on the space-time state space. He continues to show in the paper under review that many of the properties similar to those given by Fukushima for the case of symmetric Dirichlet forms still hold in the time dependent case. Among them there are presented a decomposition theorem for Dirichlet forms, a characterization theorem for the diffusion case, a representation theorem of AF by means of measures of finite energy integrals. Standard techniques of computation in the theory of Markov processes are used.
scientific article; zbMATH DE number 93864