Both mathematics and science exhibit a reciprocally advantageous and close relationship.
The undeniable significance of mathematics in diverse scientific fields, including electrical …

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 …

We discuss a fractional-order SIRD mathematical model of the COVID-19 disease in the
sense of Caputo in this article. We compute the basic reproduction number through the next …

Abstract The Pseudo-Hyperbolic Telegraph partial differential equation (PHTPDE) based on
the Caputo fractional derivative is investigated in this paper. The modified double Laplace …

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 paper, a modified nonlinear Schrödinger equation with spatiotemporal dispersion is
formulated in the senses of Caputo fractional derivative and conformable derivative. A new …

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 …

Microchannels are effective heat sinks for microelectronic systems. However, it remains
unclear what form of channels will be most effective in improving the overall performance of …

The current work investigates the mathematical model of Tuberculosis disease with
incomplete treatment under the Atangana-Baleanu-Caputo (ABC) derivative with fractional …