Well-posedness of an integro-differential model for active Brownian particles
Bruna, M
Burger, M
Esposito, A
Simon, S
SIAM Journal on Mathematical Analysis
volume 54
issue 5
5662-5697
(24 Oct 2022)
Phase separation in systems of interacting active Brownian particles
Bruna, M
Burger, M
Esposito, A
Schulz, S
SIAM Journal on Applied Mathematics
volume 82
issue 4
1635-1660
(30 Aug 2022)
Nonlocal-interaction equation on graphs: gradient flow structure and continuum limit
Esposito, A
Patacchini, F
Schlichting, A
Slepčev, D
(20 Dec 2019)
Many-particle limit for a system of interaction equations driven by Newtonian potentials
Di Francesco, M
Esposito, A
Schmidtchen, M
(25 Aug 2020)
Phase Separation in Systems of Interacting Active Brownian Particles
Bruna, M
Burger, M
Esposito, A
Schulz, S
(13 Oct 2021)
http://arxiv.org/abs/2110.07054v4
Well-posedness of an integro-differential model for active Brownian
particles
Bruna, M
Burger, M
Esposito, A
Schulz, S
(25 Nov 2021)
http://arxiv.org/abs/2111.13245v2
particles
On a novel gradient flow structure for the aggregation equation
Esposito, A
Gvalani, R
Schlichting, A
Schmidtchen, M
(15 Dec 2021)
Porous medium equation and cross-diffusion systems as limit of nonlocal
interaction
Burger, M
Esposito, A
(10 Feb 2022)
http://arxiv.org/abs/2202.05030v2
interaction
Noise-driven bifurcations in a nonlinear Fokker-Planck system describing
stochastic neural fields
Carrillo, J
Roux, P
Solem, S
Physica D: Nonlinear Phenomena
(24 May 2022)
stochastic neural fields
Nonlocal-interaction equation on graphs: Gradient flow structure and continuum limit
Esposito, A
Patacchini, F
Schlichting, A
Slepcev, D
Archive for Rational Mechanics and Analysis
volume 240
issue 2
699-760
(15 Mar 2021)