On qualitative analysis of fuzzy random differential equations via the tempered Xi-Hilfer fractional derivative

Abstract

In this work, we have considered the fuzzy random differential equations involving the tempered $\Xi$-Hilfer fractional derivative. For the proposed problems, we have developed the existence and uniqueness (EU) by using successive approximations under generalized Lipschitz conditions. Proper examples have also been provided with detailed analysis to verify our results.