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 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 …

This article introduces a proficient method for solving both linear and nonlinear second-
order singular value differential equations within the framework of Fibonacci wavelets and …

In this article, we introduce an innovative methodology based on the Fibonacci wavelet and
collocation technique for solving the susceptible–infectious–recovered (SIR) model of …

The effects of free convective Arrhenius-controlled heat transfer fluid in a microchannel
encased by two parallel vertical plates has been examined in the current work. A new …

This article presents a novel approach using the Fibonacci wavelet collocation method
(FWCM) for the numerical solution of Emden-Fowler-type equations. The Emden-Fowler …

In disease epidemiology, mathematical models are crucial for studying disease dynamics
and developing, evaluating, and recommending the most effective disease control …

In order to figure out the interior construction and intricacy of nonlinear physical events in the
real world, exact solutions and traveling wave solutions of the nonlinear equations are very …

In this paper, we have considered the fractional typhoid disease model and obtained the
numerical approximation of the model via the innovative wavelet scheme called the …