The mathematical theory of flocking underlies several omnipresent multi-agent phenomena
in biology, ecology, sensor networks, and economics, and also plays an important role in the …

In this paper, we study a flocking behavior that may or not appear for Cucker-Smale model
with distributed time delays. For the short range communicated Cucker-Smale model, the …

We derive a sufficient condition for asymptotic flocking in the Cucker-Smale model with self-
delay (also called reaction delay) and with nonsymmetric interaction weights. The condition …

In this paper, linear formation problem of Cucker–Smale model with distributed time delays
is investigated. By using Lyapunov functional method and inequality techniques, combining …

A group coupling model for a system with large-scale nodes is investigated. The model is
formulated as a system of functional differential equations. It incorporates two additional …

Various flocking results have been established for the delayed Cucker-Smale model,
especially in the long range communication case. However, the short range communication …

Abstract The delayed Cucker− Smale (C− S) flocking model has been widely studied,
however, only when the communication weights are regular. For the singular short range …

We study a variant of the Cucker-Smale model where information between agents
propagates with a finite speed $\mathfrak {c}> 0$. This leads to a system of functional …

We study the invariance of velocity angles and flocking properties of the Inertial Spin model
introduced by Cavagna et al.[J. Stat. Phys., 158,(2015), 601--627]. We present a novel …

The focus of this thesis is to study the macroscopic description of interacting particle systems
by means of kinetic theory. We first describe the evolution of a hard-sphere interacting …