Hydrodynamic Cucker-Smale model with normalized communication weights and time delay

Young-Pil Choi, Jan Haskovec

Murray's law for discrete and continuum models of biological networks

Jan Haskovec, Peter Markowich, Giulia Pilli

The paper proves that Murray's law, a scaling rule for branch conductivities in biological transport networks, holds for both discrete network models and their continuum limits, in…

Cucker-Smale model with normalized communication weights and time delay

Young-Pil Choi, Jan Haskovec

Decay to equilibrium for energy-reaction-diffusion systems

Jan Haskovec, Sabine Hittmeir, Peter Markowich +1

Well posedness and Maximum Entropy Approximation for the Dynamics of Quantitative Traits

Katarina Bodova, Jan Haskovec, Peter Markowich

Consistency of Variational Continuous-Domain Quantization via Kinetic Theory

Massimo Fornasier, Jan Haskovec, Gabriele Steidl

A mesoscopic model of biological transportation networks

Martin Burger, Jan Haskovec, Peter Markowich +1

A Note on the Consensus Finding Problem in Communication Networks with Switching Topologies

Jan Haskovec

Flocking dynamics and mean-field limit in the Cucker-Smale-type model with topological interactions

Jan Haskovec

Individual based and mean-field modelling of direct aggregation

Martin Burger, Jan Haskovec, Marie-Therese Wolfram

Particle systems and kinetic equations modeling interacting agents in high dimension

Massimo Fornasier, Jan Haskovec, Jan Vybiral

An Optimal Transport Approach for the Kinetic Bohmian Equation

Wilfrid Gangbo, Jan Haskovec, Peter Markowich +1

Mathematical Analysis of a System for Biological Network Formation

Jan Haskovec, Peter Markowich, Benoit Perthame

Notes on a PDE System for Biological Network Formation

Jan Haskovec, Peter Markowich, Benoit Perthame +1

From individual to collective behaviour of coupled velocity jump processes: a locust example

Radek Erban, Jan Haskovec

On Cucker-Smale model with noise and delay

Radek Erban, Jan Haskovec, Yongzheng Sun