This paper presents a revisiting, with developments, of the so-called kinetic theory for active
particles, with the main focus on the modeling of nonlinearly additive interactions. The …

The modeling of living systems composed of many interacting entities is treated in this paper
with the aim of describing their collective behaviors. The mathematical approach is …

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 …

This book is devoted to the design of a unified mathematical approach to the modeling and
analysis of large systems constituted by several interacting living entities. It is a challenging …

Using tools from mathematical kinetic theory and stochastic game theory, this work deals
with the modeling of large complex systems in the applied sciences, particularly those …

This work deals with the modeling of large systems of interacting entities in the framework of
the mathematical kinetic theory for active particles. The contents are specifically focused on …

This paper deals with the development of new paradigms based on the methods of the
mathematical kinetic theory for active particles to model the dynamics of large systems of …

This paper presents a development of the so-called kinetic theory for active particles to the
modeling of living, hence complex, systems localized in networks. The overall system is …

This paper deals with some methodological aspects related to the discretization of a class of
integro-differential equations modelling the evolution of the probability distribution over the …

This review paper is devoted to study the conceptual difficulties that mathematics meets
when attempting to describe the complexity of living matter focusing on the challenging …