Pdf Solving Fuzzy Fractional Differential Equations With Applications

Pdf Solving Fuzzy Fractional Differential Equations With Applications Pdf | in this article, we proposed several methods to solve the nonlinear fuzzy fractional differential equation. Some illustrative numerical examples are given to demonstrate the effectiveness of the proposed methods. the results reveal that the methods are very effective, convenient, and quite accurate mathematical tools for solving fuzzy fractional differential equations.

Pdf Neutral Fuzzy Fractional Functional Differential Equations Abstract: the concept of generalized conformable fractional derivative is used to explore fuzzy fractional differential equations in this research. the extension of the class of differentiable fuzzy mappings underpins this concept. Therefore, it can be concluded that the presented method is efficient and reliable for solving different types of fractional order differential equations in a fuzzy environment. Abstract this article is concerned with the existence and uniqueness of solutions of fuzzy fractional differential equations using fixed point theory. we provide some results answering when we can expect a solution of the problem. In this chapter, first the fuzzy fractional optimal control problem is investigated and then the fuzzy fractional diffusion with applications in drug release are explained.

Pdf Approximate Solution Of Fuzzy Fractional Differential Equations Abstract this article is concerned with the existence and uniqueness of solutions of fuzzy fractional differential equations using fixed point theory. we provide some results answering when we can expect a solution of the problem. In this chapter, first the fuzzy fractional optimal control problem is investigated and then the fuzzy fractional diffusion with applications in drug release are explained. This paper focuses on fuzzy fractional calculus and fuzzy fractional differential equations (ffdes). it mentions that many mathematicians are interested in these due to their use in describing uncertainty. there are various. In this study, we develop the fuzzy adams–bashforth (a b) method and the fuzzy adams–moulton (a m) method to find numerical solutions for fuzzy fractional differential equations (ffdes) with fuzzy initial values. [2] proposed the concept of solutions for fractional differe l differential equation, fuzzy initial and boundary value problems, we use fuzzy laplace transform. the advantage of fu. This paper introduces riemann liouville h differentiability to solve fuzzy fractional differential equations (ffdes). fuzzy laplace transforms effectively reduce the complexity of solving ffdes to algebraic problems.