Dynamic control of modern, network-based epidemic models F Sélley, Á Besenyei, IZ Kiss, PL Simon
SIAM Journal on applied dynamical systems 14 (1), 168-187, 2015
69 2015 Exact deterministic representation of Markovian IZ Kiss, CG Morris, F Sélley, PL Simon, RR Wilkinson
Journal of mathematical biology 70, 437-464, 2015
48 2015 Mean-field coupling of identical expanding circle maps F Sélley, P Bálint
Journal of Statistical Physics 164 (4), 858-889, 2016
20 2016 Linear response for a family of self-consistent transfer operators FM Sélley, M Tanzi
Communications in Mathematical Physics 382 (3), 1601-1624, 2021
16 2021 Synchronization versus stability of the invariant distribution for a class of globally coupled maps P Bálint, G Keller, FM Sélley, IP Tóth
Nonlinearity 31 (8), 3770, 2018
16 2018 Globally coupled Anosov diffeomorphisms: statistical properties W Bahsoun, C Liverani, FM Sélley
Communications in Mathematical Physics 400 (3), 1791-1822, 2023
9 2023 Symmetry breaking in a globally coupled map of four sites FM Sélley
arXiv preprint arXiv:1612.01310, 2016
9 2016 Synchronization for networks of globally coupled maps in the thermodynamic limit FM Sélley, M Tanzi
Journal of Statistical Physics 189 (1), 16, 2022
6 2022 A self-consistent dynamical system with multiple absolutely continuous invariant measures FM Sélley
arXiv preprint arXiv:1909.04484, 2019
4 2019 Asymptotic properties of mean field coupled maps FM Sélley
PQDT-Global, 2019
4 2019 Differentiability of the diffusion coefficient for a family of intermittent maps FM Sélley
Journal of Dynamical and Control Systems 29 (3), 787-804, 2023
2 2023 Conditioning problems for invariant sets of expanding piecewise affine mappings: application to loss of ergodicity in globally coupled maps B Fernandez, FM Sélley
Nonlinearity 35 (8), 3991, 2022
2 2022 Map lattices coupled by collisions: hitting time statistics and collisions per lattice unit W Bahsoun, FM Sélley
Annales Henri Poincaré 23 (8), 2919-2947, 2022
1 2022 Receding Horizon Control of an SIS epidemic: optimality and asymptotic stability F Sélley
Department of Applied Analysis and Computational Mathematics (Hungary), 2014
1 2014 A finiteness condition for complex continued fraction algorithms C Kalle, FM Sélley, JM Thuswaldner
arXiv preprint arXiv:2406.18689, 2024
2024 
Istvan Zoltan KissProfessor of Applied Mathematics, Northeastern University LondonBestätigte E-Mail-Adresse bei nulondon.ac.uk
