MATHEMATICAL MODELLING OF THE IMPACT OF CHEMOTHERAPY ON THE STATE OF A CANCEROUS TUMOR BASED ON FRACTIONAL CALCULUS
The article is dedicated to constructing difference approximations of fractal operators in a mathematical model of the impact of chemotherapy on the state of a cancerous tumor, based on fractional calculus using the Caputo derivative. A mathematical model of stem cells and chemotherapy is presented. Numerical algorithms for implementing fractional-order mathematical models have been developed using the Atangana-Toufik method. The UML diagram of the software application and its development process are described.