Multifractal analysis is a beneficial way to systematically characterize the heterogeneous nature of both theoretical and experimental patterns of fractal. Multifractal analysis tackles the singularity structure of functions ...

In this paper, we study a nonlinear diffusion equation with conformable derivative: (Formula presented.), where (Formula presented.). We consider both of the problems: Initial value problem: the solution contains the ...

This paper studies partial differential equation model with the new general fractional derivatives involving the kernels of the extended Mittag-Leffler type functions. An initial boundary value problem for the anomalous ...