In the present paper, we developed the functional matrix of integration via Bernoulli wavelets
and generated a competent numerical scheme to solve the nonlinear system of singular …

In this paper, we present an approximate solution for solving the nonlinear Rosenau–Hyman
equation. The method is based on adapting the wavelet technique accompanied with the …

This article considers three types of biological systems: the dengue fever disease model, the
COVID-19 virus model, and the transmission of Tuberculosis model. The new technique of …

In this paper, we provide a unique, cost-effective numerical method for solving the SIR
model of a COVID-19 disease using the method of Taylor wavelets and collocation …

In the present article, we have considered two essential models (The epidemic model of
measles and the smoking model). Across the globe, the primary cause of health problems is …

In this article, we propose a novel technique called the Hermite wavelets collocation method
(HWCM) and fractional derivatives of functions to solve multi-term fractional differential …

In this article, we proposed an efficient numerical technique for the solution of fractional-
order (1+ 1) dimensional telegraph equation using the Laguerre wavelet collocation method …

This study introduced a generalized operational matrix using Clique polynomials of a
complete graph and proposed the latest approach to solve the non-linear Klein–Gordon …

The key idea and contribution of this study are to present the innovative functional matrix
approach for solving the two chemical, mathematical problems such as the absorption of CO …

Haar wavelet approach to study the control of biological pest model in Tea plants Page 1
Journal of Fractional Calculus and Nonlinear Systems J Frac Calc & Nonlinear Sys jfcns.sabapub.com …