Affiliation:
1. Department of Mathematics Yunnan University Kunming China
2. Department of Mathematics Texas A&M University‐Kingsville Kingsville Texas USA
3. Florida Institute of Technology Melbourne Florida USA
Abstract
In this paper, we systematically present some main results of the fractional calculus, almost periodic functions, fuzzy functions, fuzzy fractional calculus, and almost periodic generalized fuzzy dynamic equations on timescales. Moreover, the potential future research of almost periodic fractional fuzzy dynamic equations on timescales is discussed. The results presented in this survey can be applied to study the qualitative theory of almost periodic fractional fuzzy dynamic equations and fuzzy fractional calculus on timescales.
Funder
National Natural Science Foundation of China
Subject
General Engineering,General Mathematics