Generalized mathematical model and simulation of tumor processes in immunotherapy and chemotherapy

I. Edissonov, S. Ranchev

Резюме: Generalized mathematical model of tumor processes in immunotherapy and chemotherapy is proposed as a nonlinear system of ordinary differential equations. Based on clinical data of tumor processes a numerical simulation is carried out. As a result of the simulation values of the parameters in the model are obtained at which the experimental clinical data are closest to the theoretical results.

Series on Biomechanics, Vol.34, No.2 (2020), 42-48

Ключови думи: chemotherapy; Generalized mathematical model; immunotherapy; kinetic variables; simulation; tumor processes

Дата на публикуване: 2020-07-01