In the paper, authors report on the interdisciplinary and extremely complex link between
wavelets and stochastic processes. An insight into the history of wavelets has been provided …

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 …

This paper presents a mathematical model to examine the effects of the coexistence of
predators on single prey. Based on fractal–fractional Atangana–Baleanu (AB) and Caputo …

In this article, the fractional model of brain tumour is investigated. The numerical solution of
this model is obtained by the modified technique called as Natural transform homotopy …

After uncertainty theory was established, it has become a new branch of mathematics and
been applied to describing the indeterministic phenomena as an uncertain dynamic system …

This paper presents an algorithm for solving systems of non integer financial chaotic model.
The Bernoulli wavelets function approximation applies to fractional order financial systems …

In this paper, we present an efficient, new, and simple programmable method for finding
approximate solutions to fractional differential equations based on Bernoulli wavelet …

In the last few decades, academic research has focused more on financial problems and
poverty levels. These are among the two major challenges of the modern world today. To …

This paper was to present a mathematical model of non-integer order and demonstrated the
detrimental consequences of lumpy skin disease (LSD). The LSD model included primarily …

Double-diffusive convection is a form of fluid flow that occurs when two processes of
molecular diffusion are active in a fluid at the same time, causing instabilities and also …