This study explores the foundational iterative processes of fractional calculus, focusing on Θ-
conformable fractional derivatives (Θ-CFD). We introduce novel fractional operators and …

Existence Theory and Stability Analysis to a Class of Hybrid Differential Equations using
Conformable Fractal Fractional Derivat Page 1 Journal of Fractional Calculus and Nonlinear …

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 …

This paper presents a new technique: a conformable derivative for the inverse problem of a
Sturm-Liouville problem with restrained constant delay. Solutions to the Sturm-Liouville …

Abstract Maize Foliar Disease (MFD) is a significant issue affecting maize crop production
globally, leading to substantial losses in both yield and quality. This study formulates and …

Response characteristics of an isotropic Rayleigh beam with general boundary constraints
under the influence of dynamic loads are explored. A fourth-order partial differential …

Examining mathematical models is a crucial aspect of research in comprehending the
dynamics and managing the transmission of Human Immunodeficiency Virus (HIV). This …

In this study, the conformable fractional derivative (CFD) of order 𝝔 in conjunction with the
LC operator of orderρ is used to develop the model of the transmission of the A (H1N1) …

In this study, we employed a novel combination of piecewise models to investigate the
impact of IV/AIDS on the working class in Ethiopia. The piecewise model was changed from …