This work explores the magneto-hydrodynamics (MHD) Jeffery–Hamel nanofluid flow
between two rigid non-parallel plane walls with heat transfer by employing hybrid …

This study aims to develop a novel fuzzy fractional model for the human liver that
incorporates the ABC fractional differentiability, also known as ABC gH-differentiability …

This work considers a fuzzy fractional model of the Kaup–Kupershmidt equation with
uncertain initial conditions. The uncertain behaviour of capillary gravity and dispersive …

This work discusses the solution of temporal-fuzzy fractional non-linear p-KdV equations
employing a singular kernel and a non-singular Mittag Leffler kernel. A novel q-homotopy …

The approximate solutions of regularized long wave (RLW) equations have been discussed
here. According to the RLW equations, two solitary waves can pass through each other with …

This work implements a novel analytical approach known as the q-Homotopy Analysis
Shehu Transform Method to the time-fractional Fornberg–Whitham equation in Caputo's …

The study of atmospheric internal waves which occur inside a fluid rather than on the surface
is represented by a mathematical model named the atmospheric internal waves model …

This work considers a robust homotopy analysis method with a formable transform that
investigates a time-fractional Rosenau-Hyman model based on a KdV-like equation having …

This work considers a generalized fuzzy fractional smoking model with Caputo g H-types
fractional derivatives upon considering the case of uncertainty quantification. The disease …

This paper analyses a coupled system of generalized coupled system of fractional Jaulent–
Miodek equations, including uncertain initial conditions with fuzzy extension. In this regard …