Featured Application Complexity, heterogeneity, and treatment resistance of cancers create
challenges in achieving successful treatment outcomes. Personalized cold atmospheric …

Background Cancer, a complex and deadly health concern today, is characterized by
forming potentially malignant tumors or cancer cells. The dynamic interaction between these …

In this manuscript, we derive and examine the analytical solution for the solid tumor invasion
model of fractional order. The main aim of this work is to formulate a solid tumor invasion …

In our present paper, we have employed the Atangana–Baleanu derivative in the multi-
layered Navier–Stokes condition to analyse the nature of the flow. Actually, the stream, the …

Mathematical formulations are crucial in understanding the dynamics of disease spread
within a community. The aim of this work is to examine that the Lung Cancer detection and …

In the realm of nonlinear dynamics, the Belousov-Zhabotinsky reaction system has long held
the fascination of researchers. The Belousov-Zhabotinsky system continues to be an active …

This paper evaluates the nonlinear dynamics of a melanoma cancer model through the
iterative technique of finding compact invariant sets (LMCIS). The objective is to discover …

This paper introduces a novel framework for the stability analysis of fractional-order control
systems with closed-loop characteristic equations in the form of any trinomial given by, with …

In this investigation, a model of tumor growth with a free boundary is studied. In this model,
the mutations of tumor cells, which lead to heterogeneous tumors, are considered. An …

This paper presents a review of brief introduction to fractional calculus with the definitions of
fractional derivatives and operators. Its properties and useful mathematical functions are …