Some Property of h-transformation of Symmetric Positivity Preserving Coercive Forms

Let (ε,D(ε)) be quasi-regular positivty preserving coercive forms, then (ε,D(ε))is h-associated with an m-tight special standard process. In this paper, property of h-transformation of the Symmetric positivity preserving coercive forms are discussed. It is proved that transient and recurrent are invariant under h-trasformation of symmetric Dirichlet forms. So the m-tight special standard process of (ε,D(ε)) h-associated has the same property of invariant transient and recurrent.