Dmitry Ioffe

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Yvan VelenikProfesseur de mathématiques, Université de GenèveDirección de correo verificada de unige.ch
Massimo CampaninoProfessor of Probability Theory and Mathematical Statistics, University of BolognaDirección de correo verificada de unibo.it
Senya ShlosmanSkoltech Center of Advance Studies, Moscow; Centre de Physique Theorique CNRS, MarseilleDirección de correo verificada de cpt.univ-mrs.fr
Anton BovierIAM, Bonn UniversityDirección de correo verificada de uni-bonn.de
Vitali WachtelProfessor, Uni BielefeldDirección de correo verificada de math.uni-bielefeld.de
Fabio ToninelliTechnical University of Vienna, AustriaDirección de correo verificada de tuwien.ac.at
Pietro CaputoProfessore di matematica, Roma Tre UniversityDirección de correo verificada de uniroma3.it
Alessandra BianchiMathematics Dep., University of PadovaDirección de correo verificada de math.unipd.it
Nick CrawfordProfessor of Mathematics The TechnionDirección de correo verificada de tx.technion.ac.il
Giambattista GiacominProfessor of Mathematics, Université Paris CitéDirección de correo verificada de univ-paris-diderot.fr
Hugo Duminil-copinProfesseur de mathématiques, Université de GenèveDirección de correo verificada de unige.ch
Loren CoquilleMCF Université Grenoble AlpesDirección de correo verificada de univ-grenoble-alpes.fr
Oren LouidorTechnion Israel Institute of TechnologyDirección de correo verificada de ie.technion.ac.il
Ross PinskyTechnion--Israel Institute of TechnologyDirección de correo verificada de math.technion.ac.il

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Dmitry Ioffe

Professor, Faculty of Industrial Engineering and management, Technion

Dirección de correo verificada de technion.ac.il

Mathematics Probability theory Statistical Mechanics Mathematical Physics


Título Ordenar por citas Ordenar por año Ordenar por título	Citado por Citado por	Año
Large deviations and concentration properties for∇ ϕ interface models JD Deuschel, G Giacomin, D Ioffe Probability theory and related fields 117, 49-111, 2000	148	2000
Rigorous probabilistic analysis of equilibrium crystal shapes T Bodineau, D Ioffe, Y Velenik Journal of mathematical physics 41 (3), 1033-1098, 2000	131	2000
Exact large deviation bounds up toT _c for the Ising model in two dimensions D Ioffe Probability theory and related fields 102, 313-330, 1995	107	1995
Dobrushin–Kotecký–Shlosman theorem up to the critical temperature D Ioffe, RH Schonmann Communications in mathematical physics 199, 117-167, 1998	106	1998
Large deviations for the 2D Ising model: a lower bound without cluster expansions D Ioffe Journal of statistical physics 74, 411-432, 1994	105	1994
On the extremality of the disordered state for the Ising model on the Bethe lattice D Ioffe Letters in Mathematical Physics 37, 137-143, 1996	95	1996
Ornstein-Zernike theory for finite range Ising models above T_c M Campanino, D Ioffe, Y Velenik Probability theory and related fields 125 (3), 305-349, 2003	87	2003
2D models of statistical physics with continuous symmetry: the case of singular interactions D Ioffe, S Shlosman, Y Velenik Communications in mathematical physics 226, 433-454, 2002	64	2002
Fluctuation theory of connectivities for subcritical random cluster models M Campanino, D Ioffe, Y Velenik	63	2008
Sharp asymptotics for metastability in the random field Curie-Weiss model A Bianchi, A Bovier, D Ioffe	59	2009
Ornstein-Zernike theory for the Bernoulli bond percolation on M Campanino, D Ioffe The Annals of Probability 30 (2), 652-682, 2002	59	2002
Harmonic crystal on the wall: a microscopic approach E Bolthausen, D Ioffe Communications in mathematical physics 187, 523-566, 1997	54	1997
Ornstein-Zernike behaviour and analyticity of shapes for self-avoiding walks on Zd D Ioffe WIAS, 1998	49	1998
Stochastic geometry of classical and quantum Ising models M Biskup, A Bovier, F den Hollander, D Ioffe, F Martinelli, K Netočný, ... Methods of contemporary mathematical statistical physics, 87-127, 2009	46	2009
The phase diagram of the quantum Curie-Weiss model L Chayes, N Crawford, D Ioffe, A Levit Journal of Statistical Physics 133, 131-149, 2008	44	2008
Ballistic phase of self-interacting random walks D Ioffe, Y Velenik Analysis and stochastics of growth processes and interface models, 55-79, 2008	42	2008
On an invariance principle for phase separation lines L Greenberg, D Ioffe Annales de l'Institut Henri Poincare (B) Probability and Statistics 41 (5 …, 2005	42	2005
An invariance principle to Ferrari–Spohn diffusions D Ioffe, S Shlosman, Y Velenik Communications in Mathematical Physics 336 (2), 905-932, 2015	38	2015
Finite volume approximation of the effective diffusion matrix: the case of independent bond disorder P Caputo, D Ioffe Annales de l'Institut Henri Poincare (B) Probability and Statistics 39 (3 …, 2003	38	2003
A note on the decay of correlations under δ-pinning D Ioffe, Y Velenik Probability theory and related fields 116 (3), 379-389, 2000	38	2000

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