The fuzzy fractional differential equation explains more complex real-world phenomena than
the fractional differential equation does. Therefore, numerous techniques have been timely …

Fractional partial differential equations are a generalization of classical partial differential
equations which can, in certain circumstances, give a better description of certain …

Fuzzy fractional partial differential equations are a generalization of classical fuzzy partial
differential equation which can, in certain circumstances, provide a better explanation for …

Fuzzy fractional differential has the strength to capture the senses of memory and
uncertainty simultaneously involved in dynamical systems. However, a solution for fuzzy …

This study concentrates on time fractional convection–diffusion equations (TFCDEs) with
variable coefficients and their numerical solutions. Caputo derivative is used to calculate the …

In this article, the authors study the comparison of the generalization differential transform
method (DTM) and fuzzy variational iteration method (VIM) applied to determining the …

In this study, we develop perturbation–iteration algorithm (PIA) for numerical solutions of
some types of fuzzy fractional partial differential equations (FFPDEs) with generalized …

In the analysis in this article, we developed a scheme for the computation of a semi-
analytical solution to a fuzzy fractional-order heat equation of two dimensions having some …

The paper investigates the numerical solution of the multi-dimensional fractional differential
equations by applying fractional-Lucas functions (FLFs) and an optimization method. First …

This research work employs the Bernstein spectral technique based on Bernstein
polynomials to analyze and to obtain the approximate numerical solution of a class of …