Virotherapy Based Mathematical Model for Cancer Treatment
DOI:
https://doi.org/10.58987/vm03b395Keywords:
Virotherapy, Mathematical Model, Cancer TreatmentAbstract
A mathematical model based on ordinary differential equations (ODE) is presented in this article to describe the dynamics of cancer treatment with oncolytic viruses. A mathematical model is built to address fundamental questions in virotherapy.. In this article, we examine virotherapy, a form of cancer treatment that is new relatively. The first aim of this study is to demonstrate that the model has two equilibrium points that represent the failure of treatment which was initially unsuccessful due to failing to address the effect of the immune system and the desired outcome of therapy. As well as the local stability analysis of equilibrium points.
Anumerical simulation is also performed using the Runge-Kotta method through the use of MATLAB. Also, demonstrate the effect of parameter β on the outcome of virotherapy.
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