2007: Chris Burdzy Branching Brownian Motion and Potential Theory in Euclidean Domains
Reflected Brownian Motion
Vladas Sidoravicius Growth systems with columnar defects and the polymer pinning problem
Eulalia Nualart
Potential Theory and Stochastic Heat Equations
2006: Ofer Zeitouni
Random Walks in Random
Environments: Ergodic
Properties, Homogenization, and Counterexamples, I & II
Alexander Holroyd
Random Sorting
Balint Virag
Scaling Limits of Random Matrices
2005: Robert Adler
Random Fields on Manifolds, I & II
Alice Guionett
Combinatorial Aspects of Large Random Matrices
Marek Biskup
Limit Theorems for Random Walks on Supercritical
Percolation Clusters
2004: Persi Diaconis Secrets of Stein's Methods Explained, I & II
Francesco Russo
Stochastic Calculus and Generalized Dirichlet Processes
Zhenqing Chen
Boundary Trace of a Markov Processes
2003: Gerard Ben Arous
Aging in random landscapes, and dynamics of spin glasses, I & II
Bruce Driver Heat equations on Loop Groups and 2-dimensional quantized Yang-Mills Equations
Jonathan Mattingly The stochastically forced Navier-Stokes equation, ergodicity, mixing and scales
2002: Oded Schramm
Scaling limits oftwo-dimensional statistical physics: percolation,uniform spanning
trees and beyond, I & II
Amir Dembo Late points and cover times
Fraydoun Rezakhanlon Kinetic limits for interacting particle systems
2001: Craig Tracy The Universality of the distribution functions of random matrix theory, I & II
Jan Rosinksi Infinitely divisible processes: representations, ergodicity and regularity of trajectories
Qi-Man Shao Self-normalized limit theorems in probability and statistics
2000: Richard Bass Harnack inequalities: proofs and applications, I & II
Magda Peligrad Basic tools for weak-dependent sequences and their applications
to limit theorems
Timo Seppelainen The Variational Coupling Method for Hydrodynamical Limits
1999: Marc Yor Some Aspects of Brownian Motion - New Developments, I & II
Kenneth Alexander Interface Roughness for Separated Phases
Wenbo Li Small Deviations and/or Small Ball Probabilities
1998: Ioannis Karatzas Stochastic Models in Finance Theory, I & II
H.T. Yau Dirichlet Spaces in Statistical Mechanics
Davar Koshvenasian Multi-Parameter Brownian Motion
1997: Tom Liggett Stochastic Growth Models on Trees, I & II
Robin Pemantle Urn Schemes and Reinforced Random Walks, Old and New
Richard Sowers Some Probabilistic Aspects of Motion by Mean Curvature
1996: David Nualart Applications of Malliavin Calculus to the Regularity and
Support of Probability Laws, I & II
Michael Cranston On Some Geometric Aspects of Stochastic Flows
Uwe Einmahl General Results on the Almost Sure Behavior of Increments of Partial Sums
1995: Charles Newman First-Passage Percolation-Random Geometry on Z^d, I & II
David Griffeath Threshold Growth Dynamics
Claudia Neuhauser A Spatial Competition Process
1994: David Ruelle Applications of the Ideas of Chaos, I & II
Peter Baxendale A Stochastic Hopf Bifurcation
Carl Mueller Travelling Waves for Stochastic PDE
1993: Francois Ledrappier Asymptotic Properties of Brownian Motion on Covers
of Compact Manifolds of Negative Curvature, I & II
Rene Carmona Large Time Asymptotics for Stochastic Parabolic Equations
Yuval Peres Capacity Applied to Random Walks and Multiple Points
for Brownian Motion
1992: Harry Kesten First and Last-passage Percolation, I & II
Terry McConnell Gambler's Ruin Revisited: Where Does a Random Walk Leave a Large Sphere?
Steven Evans Multiplicities of a Random Sausage
1991: Rick Durrett Particle Systems and Reaction-diffusion Equations, I & II
Russell Lyons Random Walks, Percolation and Random Labels on Trees
Jennie Hansen Limit Theorems for Random Combinatorial Structures
1990: Michel Talagrand A New Isoperimetric Inequality and the Supremum of
Some Canonical Processes, I & II
Burgess Davis Conditioned and Killed Brownian Motion in Domains of R^n
Greg Lawler Making Money From Fair Games
1989: James Taylor Fractal Analysis of Random Sets, I & II
Phil Griffin How Porus is the Graph of Brownian Motion?
Boris Rozovskii Diffusion Approximation to the Induction Equation of Kinetic Dynamo Theory
1988: Donald Burkholder On the Comparison and Control of Martingales, I & II
Lawrence Gray Cantor Set-valued Markov Processes
Steven Lalley Renewal Theorems in Symbolic Dynamics
1987: Persi Diaconis Random Walk with Reinforcement, I & II
Alex de Acosta Large Deviations for Vector-valued Functionals of a Markov Chain with
General State Space
Krystoff Burdzy Local Properties of Brownian Excursions
1986: Edward Nelson Stochastic Mechanics: Diffusions Critical for a Lagrangian, I & II
Michael Aizenmann Critical Behavior in Percolation and Related Models
Ruth Williams Reflected Brownian Motion in a Polyhedron
1985: Ludwig Arnold Lyapunov Xxponents of Stochastic Systems, I & II
James Kuelbs Some Limit Theorems with Maxima l Term Deleted
Richard Bradley The Central Limit Question for Strictly Stationary $\rho$-mixing
Random Sequences
1984: Davis Aldous Probability Applications via the Poisson Clumping Heuristic, I & II
Robert Van der Bei Strong Markov Processes--Choosing an Appropriate Analytic/topological
Framework
Michael Woodroofe Very Weak Expansions for the Distributions of a Randomly Stopped Sum
1983: Daniel Stroock Some Applications of Stochastic Analysis I & II
Thomas Kurtz Limit Theorems for Population Processes via Embeddings in Random Measures
Sandy Zabell Statistical Curvature in Infinite Dimensions and the Orlicz Manifold of
Probability Measures
1982: Theodore Harris Stochastic Flows: A Partial Survey
Some Types of Stochastic Flows: Incompressible, Rotation-free, Coalescing
N. Etemadi Some Old Results in Probability Revisited
Michael Steele Some Probability Problems Originating in Computer Science
1981: John B. Walsh Excursion Processes and the Markov Property of Local Time I & II
Erhan Cinlar Representations of Semimartinagle Markov Processes
David Griffeath Stalking the Critical Contact Process
1980: S.R.S. Varadhan Some Problems on Large Deviations and Applications I & II
Stewart Ethier On the Infinitely May Alleles Diffusion Model
Maury Bramson Application of the Feynman-Kac Formula to the Kolmogorov Equation
1979: Joseph L. Doob Potential Theory and Brownian Motion I & II
Gilles Pisier Random Fourier Series
William Pruitt One-sided Laws of the Iterated Logarithm
Last Updated: July 5, 2006. Copyright © Elton P. Hsu.