Balint Toth

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Szász DomokosProfessor of MathematicsAdresse e-mail validée de math.bme.hu
Bálint VetőMTA-BME Stochastics Research GroupAdresse e-mail validée de math.bme.hu
Illés Antal HorváthAdresse e-mail validée de math.bme.hu
Anna Rudasgraduate student, Budapest University of Technology and EconomicsAdresse e-mail validée de math.bme.hu
Janos KerteszCentral European University, ViennaAdresse e-mail validée de ceu.edu
Marton BalazsUniversity of BristolAdresse e-mail validée de bristol.ac.uk
Balázs RáthBudapest University of TechnologyAdresse e-mail validée de math.bme.hu
Szabolcs VajnaBudapest University of Technology, Department of PhysicsAdresse e-mail validée de phy.bme.hu
Miklos Z. RaczNorthwestern UniversityAdresse e-mail validée de northwestern.edu
anna erschlerENS, ParisAdresse e-mail validée de ens.fr
Nic FreemanUniversity of SheffieldAdresse e-mail validée de sheffield.ac.uk
Pierre TarresNYU Shanghai and Courant InstituteAdresse e-mail validée de nyu.edu
Jens MarklofHenry Overton Wills Chair in Mathematics, University of BristolAdresse e-mail validée de bristol.ac.uk
Sean LedgerUniversity of BristolAdresse e-mail validée de bristol.ac.uk
Michiel van den BergProfessor of Pure Mathematics, University of BristolAdresse e-mail validée de bristol.ac.uk
Péter BálintAdresse e-mail validée de math.bme.hu
Jeffrey SteifProfessor of Mathematics, Chalmers University of TechnologyAdresse e-mail validée de chalmers.se
Laure DumazEcole Normale SupérieureAdresse e-mail validée de ens.fr
Sunder SethuramanProfessor of Mathematics, University of ArizonaAdresse e-mail validée de math.arizona.edu
Siva AthreyaProfessor, International Centre for Theoretical Sciences and Indian Statistical InstituteAdresse e-mail validée de icts.res.in

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Balint Toth

Renyi Institute Budapest and University of Bristol

Adresse e-mail validée de renyi.mta.hu - Page d'accueil

probability stochastic processes mathematical statistical physics random walks


Titre Trier par citations Trier par année Trier par titre	Citée par Citée par	Année
The true self-repelling motion B Tóth, W Werner Probability Theory and Related Fields 111, 375-452, 1998	221	1998
Random trees and general branching processes A Rudas, B Tóth, B Valkó Random Structures & Algorithms 31 (2), 186-202, 2007	147	2007
Improved lower bound on the thermodynamic pressure of the spin 1/2 Heisenberg ferromagnet B Tóth letters in mathematical physics 28 (1), 75-84, 1993	109	1993
The "true" self-avoiding walk with bond repulsion on Z: Limit theorems B Tóth The Annals of Probability 23, 1523-1556, 1995	105	1995
Reflection and coalescence between independent one-dimensional Brownian paths F Soucaliuc, B Tóth, W Werner Annales de l'Institut Henri Poincare (B) Probability and Statistics 36 (4 …, 2000	84	2000
Erdős-Rényi random graphs + forest fires = self-organized criticality B Ráth, B Tóth Electronic Journal of Probability 14 (paper no. 45), 1290-1327, 2009	74	2009
Generalized Ray-Knight theory and limit theorems for self-interacting random walks on Z B Tóth The Annals of Probability, 1324-1367, 1996	66	1996
Onsager relations and Eulerian hydrodynamic limit for systems with several conservation laws B Tóth, B Valkó Journal of Statistical Physics 112, 497-521, 2003	64	2003
Derivation of the Leroux system as the hydrodynamic limit of a two-component lattice gas J Fritz, B Tóth Communications in mathematical physics 249 (1), 1-27, 2004	59	2004
Phase transition in an interacting Bose system. An application of the theory of Ventsel'and Freidlin B Tóth Journal of statistical physics 61, 749-764, 1990	54	1990
Persistent random walks in random environment B Tóth Probability Theory and Related Fields 71 (4), 615-625, 1986	52	1986
Persistent random walks in a one-dimensional random environment D Szász, B Tóth Journal of Statistical Physics 37 (1), 27-38, 1984	45	1984
Modelling bursty time series S Vajna, B Tóth, J Kertész New Journal of Physics 15 (10), 103023, 2013	44*	2013
A lower bound for the critical probability of the square lattice site percolation B Tóth Zeitschrift für Wahrscheinlichkeitstheorie und Verwandte Gebiete 69 (1), 19-22, 1985	42	1985
No more than three favorite sites for simple random walk B Toth Annals of probability 29, 484-503, 2001	38	2001
Diffusivity bounds for 1d Brownian polymers P Tarrès, B Tóth, B Valkó The Annals of Probability 40, 695-713, 2012	37	2012
Diffusive limits for “true”(or myopic) self-avoiding random walks and self-repellent Brownian polymers in d≥ 3 I Horváth, B Tóth, B Vető Probability Theory and Related Fields 153 (3-4), 691-726, 2012	36*	2012
‘True’self-avoiding walks with generalized bond repulsion on ℤ B Tóth Journal of statistical physics 77, 17-33, 1994	35	1994
Towards a unified dynamical theory of the Brownian particle in an ideal gas D Szász, B Tóth Communications in mathematical physics 111, 41-62, 1987	34	1987
Superdiffusion in the periodic Lorentz gas J Marklof, B Tóth Communications in Mathematical Physics 347, 933-981, 2016	32	2016

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