This paper investigates a new consensus-oriented distributed approach for the event-
triggered (ET) economic dispatch problem (EDP) over a smart grid under ramp-rate limits …

In this study, a novel approach, called the Fibonacci wavelet collocation technique (FWCT),
is presented for the numerical solution of nonlinear fractional order partial differential …

Continued mortality from Covid‐19 disease and environmental considerations resulting from
the cemetery, landfill, wastewater treatment plants, and mass personal protective equipment …

This work deals with the distributed-order time fractional nonlinear diffusion-wave equations.
These equations are generated by replacing the first-and second-order time derivative terms …

This paper focuses on solving a class of nonlinear optimal control problems by constructing
novel hat functions based on fourth-order polynomials, namely, fourth-degree hat functions …

The main idea of this study is to introduce a novel set of wavelet functions named Touchard
wavelets for solving time-fractional Black–Scholes equations. The numerical method is …

This manuscript provides an efficient and high-accuracy computational technique for solving
fractional Black–Scholes equations (FB–SEs) arising in the financial market. In order to find …

The current manuscript is a step forward towards solving the generalized electrical circuit
models considered via the concept of Liouville–Caputo fractional operators with two orders …

In this study, we proposed a numerical technique to solve a class of variable‐order time‐
fractional advection–diffusion equations (VOTFADEs) by applying an operational matrix of …

This paper presents the computational solutions of a time-dependent nonlinear system of
partial differential equations (PDEs) known as the Lotka-Volterra competition system with …