This study introduces a new fractional order Fibonacci wavelet technique proposed for
solving the fractional Bagley-Torvik equation (BTE), along with the block pulse functions. To …

In this article, a new and efficient operational matrix method based on the amalgamation of
Fibonacci wavelets and block pulse functions is proposed for the solutions of time-fractional …

The goal of this research is to provide an effective technique for finding approximate
solutions to the Fredholm integral problems of second kind using the Fibonacci Wavelet. To …

The aim of this study is to develop the Fibonacci wavelet method together with the quasi‐
linearization technique to solve the fractional‐order logistic growth model. The block‐pulse …

This study presents a computational method for the solution of the fractional optimal control
problems subject to fractional systems with equality and inequality constraints. The …

In this article, a novel and efficient collocation method based on Fibonacci wavelets is
proposed for the numerical solution of the non-linear Hunter–Saxton equation. Firstly, the …

In this study, we generated the operational matrices of integration based on the Fibonacci
wavelets through the concept of linear algebra and developed the novel technique known …

A new approach to finding the approximate solution of distributed-order fractional optimal
control problems (DO FOCPs) is proposed. This method is based on Fibonacci wavelets …

This research investigates the unsteady flow behavior of a magnetohydrodynamic
Williamson nanofluid (WNF) over a permeable stretching sheet within a porous medium. It …

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 …