HOLOMORPHIC EQUIVALENCE PROBLEM FOR REINHARDT DOMAINS AND THE CONJUGACY OF TORUS ACTIONS

抄録

In this paper, we give an answer to the holomorphic equivalence problem for a basic class of unbounded Reinhardt domains. As an application, we show the conjugacy of torus actions on such a class of Reinhardt domains, and discuss the relation between the holomorphic equivalence problem for Reinhardt domains and the conjugacy of torus actions.