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 …

This paper is a review and critical analysis of the mathematical kinetic theory of active
particles applied to the modelling of large living systems made up of interacting entities. The …

The tools of kinetic theory allow to describe the dynamics and evolution of a system
composed of stochastically interacting particles. The interaction is modeled by means of two …

This paper deals with the development of a mathematical theory for complex socio-
economical systems. The approach is based on the methods of the mathematical kinetic …

This book shows, for the very first time, how love stories—a vital issue in our lives—can be
tentatively described with classical mathematics. Focus is on the derivation and analysis of …

A mathematical model is proposed for interpreting the love story portrayed by Walt Disney in
the film" Beauty and The Beast". The analysis shows that the story is characterized by a …

A new mathematical model of a general autoimmune disease is presented. Basic
information about autoimmune diseases is given and illustrated with examples. The model is …

This paper deals with a mouse model of breast cancer based on two mammary
adenocarcinoma cell lines derived from a spontaneous tumor of the mammary gland in a …

Love stories are dynamical processes that develop in time starting, in general, from a state of
indifference. They reach a stationary, cyclic, or chaotic regime where they often remain for a …

In this paper, we develop a nonconservative kinetic framework to be applied to the study of
immune system dysregulation. From the modeling viewpoint, the model regards a system …