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 study, we generated a novel functional matrix using Bernoulli wavelets. Also, we
developed a novel technique called the Bernoulli wavelets collocation method to obtain …

In this article, we present a novel approach under the Fibonacci wavelet and collocation
technique which is computationally efficient to obtain the solution of the model of CD4+ T …

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 …

This research study's primary goal is to create an efficient wavelet collocation technique to
resolve a kind of nonlinear fractional order systems of ordinary differential equations that …

This paper presents the innovative Taylor wavelet collocation method (TWCM) for the stiff
systems arising in chemical reactions. In this technique, first, we generated the functional …

In this study, third-order fractional (1+ 1)-dimensional dispersive partial differential equations
are numerically solved using the generalized fractional-order Fibonacci wavelet functions …

In this article, the flow and heat transfer for non‐Newtonian viscoelastic fluid in an
axisymmetric channel with a porous wall is investigated. Convective boundary conditions …

The paper is concerned with different classes of partial differential equations (PDEs), such
as nonlinear Benjamin–Bona–Mahony and Klein–Gordon equations with variable …