A novel existence and uniqueness theorem for solutions to FDEs driven by Lius process with weak Lipschitz coefficients

Abstract

This paper we investigate the existence and uniqueness of solutions to fuzzy<br />di erential equations driven by Liu's process. For this, it is necessary to provide<br />and prove a new existence and uniqueness theorem for fuzzy di erential equations<br />under weak Lipschitz condition. Then the results allows us to consider<br />and analyze solutions to a wide range of nonlinear fuzzy di erential equations<br />driven by Liu's process.