In this article, a fractal-fractional order tuberculosis mathematical model is presented for the
existence results, numerical simulations and stability analysis. The model has six classes S …

One of the control measures available that are believed to be the most reliable methods of
curbing the spread of coronavirus at the moment if they were to be successfully applied is …

In this article, a general nonlinear system of functional differential equations for two types of
operators is considered. One of them includes RD β i which are n-operators in the Riemann …

Microgrids are the future of energy management systems. Effective deployment and
integration of microgrids can provide energy independence to many communities. The …

This paper presents a fundamental solution method for nonlinear fractional regularized long-
wave (RLW) models. Since analytical methods cannot be applied easily to solve such …

In this manuscript, we investigate epidemic model of dengue fever disease under Caputo
and Fabrizio fractional derivative abbreviated as (CFFD). The respective investigation is …

In this paper, we discuss the existence of mild solution of functional integrodifferential
equation with nonlocal conditions. To establish this results by using the resolvent operator …

A key model for predictive analysis, particularly in finance, is the Rössler system. This study
introduces an enhanced version of this model, incorporating minimum interest rates and …

This manuscript is devoted to establishing some theoretical and numerical results for a
nonlinear dynamical system under Caputo fractional order derivative. Further, the said …

This article is devoted to study a compartmental mathematical model for the transmission
dynamics of the novel Coronavirus-19 under Caputo fractional order derivative. By using …