In this article, we provide effective computational algorithms based on Fibonacci wavelet
(FW) to approximate the solution of fractional order electrical circuits (ECs). The proposed …

This study solves the time-fractional telegraph equations with Dirichlet boundary conditions
using a novel and effective wavelet collocation method based on Taylor wavelets. In the …

The subject of the article is devoted to the development of a matrix collocation technique
based upon the combination of the fractional-order shifted Vieta–Lucas functions (FSVLFs) …

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 study introduces a novel numerical approach based on shifted fractional-order
Gegenbauer wavelets. The technique aims to provide approximate solutions for a certain …

The fractional ordered mathematical model offers more insights compared to integer order
models. In this work, we analyzed fractional order rat bite fever model. We employ the …

In this paper, we present a wavelet collocation method for efficiently solving singularly
perturbed differential–difference equations (SPDDEs) and one-parameter singularly …

In this paper, we have discussed the Fibonacci wavelet (FW) framework for numerical
simulations of the fractional relaxation–oscillation model (FROM). Firstly, the fractional order …

We propose two accurate and efficient spectral collocation techniques based on a (novel)
domain-splitting strategy to handle a nonlinear fractional system consisting of three ODEs …

The main objective of this work is to study the mathematical model that combines stem cell
therapy and chemotherapy for cancer cells. We study the model using the fractal fractional …