Gordon Slade - Google Scholar

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David BrydgesUniversity of British ColumbiaVerified email at math.ubc.ca
Remco van der HofstadProfessor in Probability, Eindhoven University of TechnologyVerified email at tue.nl
Takashi HaraProfessor of Mathematics, Kyushu UniversityVerified email at math.kyushu-u.ac.jp
Jennifer ChayesTechnical Fellow & Managing Director, MicrosoftVerified email at microsoft.com
Christian BorgsPrincipal Researcher, Microsoft ResearchVerified email at microsoft.com
Frank den HollanderLeiden UniversityVerified email at math.leidenuniv.nl
Nathan ClisbyLecturer in Applied Mathematics, Department of Mathematics, Swinburne University of TechnologyVerified email at swin.edu.au
Jesse GoodmanLecturer, University of AucklandVerified email at auckland.ac.nz
Alan D. SokalProfessor of Physics, New York University; Professor of Mathematics, University College LondonVerified email at nyu.edu
Mark HolmesUniversity of MelbourneVerified email at unimelb.edu.au
Martin BarlowUniversity of British ColumbiaVerified email at math.ubc.ca
Hugo Duminil-copinProfesseur de mathématiques, Université de GenèveVerified email at unige.ch
Akira SakaiProfessor in Mathematics, Hokkaido UniversityVerified email at math.sci.hokudai.ac.jp
John Z. ImbrieUniversity of VirginiaVerified email at virginia.edu
Andrew RechnitzerUniversity of British ColumbiaVerified email at math.ubc.ca
Aleks OwczarekThe University of MelbourneVerified email at unimelb.edu.au
Omer AngelUBC

Gordon Slade

Professor of Mathematics, University of British Columbia

Verified email at math.ubc.ca - Homepage

Probability Statistical Mechanics


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
The self-avoiding walk N Madras, G Slade Springer Science & Business Media, 2013	1088	2013
Mean-field critical behaviour for percolation in high dimensions T Hara, G Slade Communications in Mathematical Physics 128 (2), 333-391, 1990	271	1990
Self-avoiding walk in five or more dimensions I. The critical behaviour T Hara, G Slade Communications in Mathematical Physics 147 (1), 101-136, 1992	193	1992
The lace expansion for self-avoiding walk in five or more dimensions T Hara, G Slade Reviews in Mathematical Physics 4 (02), 235-327, 1992	136	1992
The Lace Expansion and Its Applications: Ecole D'Eté de Probabilités de Saint-Flour XXXIV-2004 G Slade Springer, 2006	121*	2006
Random subgraphs of finite graphs: I. The scaling window under the triangle condition C Borgs, JT Chayes, R Van Der Hofstad, G Slade, J Spencer Random Structures & Algorithms 27 (2), 137-184, 2005	98	2005
Critical two-point functions and the lace expansion for spread-out high-dimensional percolation and related models T Hara, R Van Der Hofstad, G Slade The Annals of Probability 31 (1), 349-408, 2003	97	2003
Mean-field behaviour and the lace expansion T Hara, G Slade Probability and phase transition, 87-122, 1994	91	1994
The scaling limit of lattice trees in high dimensions E Derbez, G Slade Communications in mathematical physics 193 (1), 69-104, 1998	90	1998
Self-avoiding walk enumeration via the lace expansion N Clisby, R Liang, G Slade Journal of Physics A: Mathematical and Theoretical 40 (36), 10973, 2007	89	2007
Lectures on self-avoiding walks R Bauerschmidt, H Duminil-Copin, J Goodman, G Slade Probability and Statistical Physics in Two and More Dimensions (D. Ellwood …, 2012	88	2012
Random subgraphs of finite graphs. II. The lace expansion and the triangle condition C Borgs, JT Chayes, R Van Der Hofstad, G Slade, J Spencer The Annals of Probability 33 (5), 1886-1944, 2005	83	2005
The scaling limit of the incipient infinite cluster in high-dimensional percolation. II. Integrated super-Brownian excursion T Hara, G Slade Journal of Mathematical Physics 41 (3), 1244-1293, 2000	80	2000
Convergence of critical oriented percolation to super-brownian motion above dimensions R Van der Hofstad, G Slade Annales de l'IHP Probabilités et statistiques 39 (3), 413-485, 2003	76	2003
On the upper critical dimension of lattice trees and lattice animals T Hara, G Slade Journal of statistical physics 59 (5-6), 1469-1510, 1990	73	1990
Random Subgraphs Of Finite Graphs: III. The Phase Transition For The n-Cube C Borgs, JT Chayes, R Van der Hofstad, G Slade, J Spencer Combinatorica 26 (4), 395-410, 2006	71	2006
The diffusion of self-avoiding random walk in high dimensions G Slade Communications in mathematical physics 110 (4), 661-683, 1987	71	1987
Random walk on the incipient infinite cluster for oriented percolation in high dimensions MT Barlow, AA Járai, T Kumagai, G Slade Communications in mathematical physics 278 (2), 385-431, 2008	70	2008
A generalised inductive approach to the lace expansion R van der Hofstad, G Slade Probability theory and related fields 122 (3), 389-430, 2002	66	2002
The diffusive phase of a model of self-interacting walks DC Brydges, G Slade Probability theory and related fields 103 (3), 285-315, 1995	58	1995

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