Balint Toth

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Szász DomokosProfessor of MathematicsVerified email at math.bme.hu
Bálint VetőMTA-BME Stochastics Research GroupVerified email at math.bme.hu
Illés Antal HorváthVerified email at math.bme.hu
Anna Rudasgraduate student, Budapest University of Technology and EconomicsVerified email at math.bme.hu
Janos KerteszCentral European University, ViennaVerified email at ceu.edu
Marton BalazsUniversity of BristolVerified email at bristol.ac.uk
Balázs RáthBudapest University of TechnologyVerified email at math.bme.hu
Szabolcs VajnaBudapest University of Technology, Department of PhysicsVerified email at phy.bme.hu
Miklos Z. RaczNorthwestern UniversityVerified email at northwestern.edu
anna erschlerENS, ParisVerified email at ens.fr
Pierre TarresNYU Shanghai and Courant InstituteVerified email at nyu.edu
Jens MarklofHenry Overton Wills Chair in Mathematics, University of BristolVerified email at bristol.ac.uk
Sean LedgerUniversity of BristolVerified email at bristol.ac.uk
Michiel van den BergProfessor of Pure Mathematics, University of BristolVerified email at bristol.ac.uk
Nic FreemanUniversity of SheffieldVerified email at sheffield.ac.uk
Péter BálintVerified email at math.bme.hu
Jeffrey SteifProfessor of Mathematics, Chalmers University of TechnologyVerified email at chalmers.se
Laure DumazEcole Normale SupérieureVerified email at ens.fr
Sunder SethuramanProfessor of Mathematics, University of ArizonaVerified email at math.arizona.edu
Siva AthreyaProfessor, International Centre for Theoretical Sciences and Indian Statistical InstituteVerified email at icts.res.in

Balint Toth

Renyi Institute Budapest and University of Bristol

Verified email at renyi.mta.hu - Homepage

probability stochastic processes mathematical statistical physics random walks


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
The true self-repelling motion B Tóth, W Werner Probability Theory and Related Fields 111, 375-452, 1998	218	1998
Random trees and general branching processes A Rudas, B Tóth, B Valkó Random Structures & Algorithms 31 (2), 186-202, 2007	144	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	106	1993
The "true" self-avoiding walk with bond repulsion on Z: Limit theorems B Tóth The Annals of Probability 23, 1523-1556, 1995	103	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	85	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
Onsager relations and Eulerian hydrodynamic limit for systems with several conservation laws B Tóth, B Valkó Journal of Statistical Physics 112, 497-521, 2003	63	2003
Generalized Ray-Knight theory and limit theorems for self-interacting random walks on B Tóth The Annals of Probability 24 (3), 1324-1367, 1996	63	1996
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	58	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	55	1990
Persistent random walks in random environment B Tóth Probability Theory and Related Fields 71 (4), 615-625, 1986	53	1986
Persistent random walks in a one-dimensional random environment D Szász, B Tóth Journal of Statistical Physics 37 (1), 27-38, 1984	46	1984
Modelling bursty time series S Vajna, B Tóth, J Kertész New Journal of Physics 15 (10), 103023, 2013	43	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	41	1985
Diffusivity bounds for 1d Brownian polymers P Tarrès, B Tóth, B Valkó The Annals of Probability 40, 695-713, 2012	38	2012
No more than three favorite sites for simple random walk B Toth Annals of probability 29, 484-503, 2001	38	2001
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	34*	2012
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
‘True’self-avoiding walks with generalized bond repulsion on ℤ B Tóth Journal of statistical physics 77, 17-33, 1994	32	1994

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