in: Fractional Differential Equations Theoretical Aspects and Applications Advanced Studies in Complex Systems, Praveen Agarwal,Carlo Cattani,Shaher Momani, Editor, Elsevier Science, Oxford/Amsterdam , İstanbul, pp.167-175, 2024
Numerous real-world scenarios can be adequately described by fuzzy fractional calculus in a wide range of scientific disciplines, including natural sciences, social sciences, electrical, chemical, and mechanical engineering, economics, statistics, weather forecasting, and in particular biomedical engineering. In this paper, we proposed a Caputo-type fractional Newton's method for solving fuzzy nonlinear equations. The order of convergence of the proposed methods is