On the optimal control method in quaternionic analysis
Authors:
Wei Wang
Affiliation:
Department of Mathematics, Zhejiang University, Zhejiang 310028, PR China
Abstract:
Gaveau?s optimal control method for real and complex Monge–Ampere operators is generalized to that for quaternionic Monge–Ampere operator. It is also applied to investigate quaternionic regular functions: the characterization of the Silov boundary of a smooth quaternionic pseudoconvex domain.