• DESIGN MATHEMATICAL MODEL FOR PREVENTION AND CONTROL OF BREAST CANCER THROUGH CANCEROUS-IMMUNE INTERACTIONS

Abstract

This paper focus on mathematical modelling in field of breast cancer therapy. In current work we developed biomedical applicable mathematical model of immunotherapy for cytotoxic activity as prevention and control of breast cancer. Here we designed the mathematical model using prey- predator system that applied as cancerous-immune cell interaction. The cancerous cell and immune cell are represent prey and predator respectively. The current model and their parameter definitely helpful tool for prevention, control and treatment of not only on breast cancer but also implementable on other lethal cancer. The proposed mathematical model might be developed better medical understanding of retention of tumor cell growth in breast cancer through immunological response in initial stage.