This paper deals with a review and critical analysis on the mathematical kinetic theory of
active particles applied to the modelling of the very early stage of cancer phenomena …

We briefly review hyperbolic and kinetic models for self-organized biological aggregations
and traffic-like movement. We begin with the simplest models described by an advection …

This paper deals with a critical analysis and some developments related to the mathematical
literature on multiscale modelling of multicellular systems involving tumor immune cells …

In this paper we develop a new mathematical model of immunotherapy and cancer
vaccination, focusing on the role of antigen presentation and co-stimulatory signaling …

This paper provides a survey of mathematical models and methods dealing with the analysis
and simulation of tumor dynamics in competition with the immune system. The characteristic …

Cancer is a major cause of death worldwide, resulting from the uncontrolled growth of
abnormal cells in the body. Cells are the body's building blocks, and cancer starts from …

This monograph has the ambitious aim of developing a mathematical theory of complex
biological systems with special attention to the phenomena of ageing, degeneration and …

This paper proposes a critical analysis of the existing literature on mathematical tools
developed toward systems biology approaches and, out of this overview, develops a new …

Introduction: Recently, cancer immunotherapy has shown considerable success, but due to
the complexity of the immune-cancer interactions, clinical outcomes vary largely between …

The mean-field model is an important method for understanding the complex dynamics of
the nervous system at different spatial levels and for simulating and theoretically analysing …