A mathematical model describing the growth of tumor cells and the effect of impulsive
therapy is studied in this paper. The governing equations and parameters related to the …

Immunotherapy is one of the most recent approaches in cancer therapy. In this paper, a
mathematical model of tumor-immune interaction with periodically pulsed immunotherapy …

In this paper, a tumor-immune system with impulse comprehensive therapy and stochastic
perturbation is investigated. The combination of pulsed chemotherapy and pulsed …

In this article, an impulsive stochastic tumor-immune model with regime switching is
formulated and explored. Firstly, it is proven that the model has a unique global positive …

The competitive interaction of tumor-immune system is very complex. We aim to establish a
simple and realistic mathematical model to understand the key factors that impact the …

We develop a mathematical model that describes the tumour–immune interaction and the
effect on it of pulsed immunotherapy, based on the administration of adoptive cellular …

Periodical applications of immunotherapy and chemotherapy play significant roles in cancer
treatment and studies have shown that the evolution of tumour cells is subject to random …

In this work we propose and investigate a family of models, which admits as particular cases
some well known mathematical models of tumor-immune system interaction, with the …

In this paper, we study a tumor-immune system interaction model with dendritic cell therapy
and immune response delay. First, it is shown that the ODE version of the model has a …

Considering the targeted chemotherapy, a mathematical model of tumor-immune system
was constructed on the basis of de Pillis's model. In this paper, we conducted qualitative …