- MARTIN CAPACITY FOR MARKOV CHAINS Itai Benjamini 1 , Robin Pemantle 2 and Yuval Peres 3
- Where Did The Brownian Particle Go? Robin Pemantle
- On nearcritical and dynamical percolation in the tree case Olle Haggstrom \Lambda Robin Pemantle y
- PERCOLATION, FIRST-PASSAGE PERCOLATION, AND COVERING TIMES FOR RICHARDSON'S MODEL ON
- Learning to signal: analysis of a micro-level reinforcement model Raffaele Argiento 1
- Robin Pemantle Department of Mathematics
- CHOOSING A SPANNING TREE FOR THE INTEGER LATTICE UNIFORMLY
- To appear in Probab. Theory Related Fields Version of 26 February 1996 Biased Random Walks on GaltonWatson Trees
- AUTOMORPHISM INVARIANT MEASURES ON TREES Robin Pemantle 1
- DIFFUSIONLIMITED AGGREGATION ON A TREE Martin T. Barlow * Robin Pemantle y Edwin A. Perkins *
- A SHUFFLE THAT MIXES SETS OF ANY FIXED SIZE MUCH FASTER THAN IT MIXES THE WHOLE DECK
- VERTEX-REINFORCED RANDOM WALK Robin Pemantle 1
- Probability Surveys Vol. 4 (2007) 179
- No Directed Fractal Percolation in Zero Area L. Chayes 1, Robin Pemantle 2,3 and Yuval Peres4,5
- Galton-Watson Trees with the Same Mean Have the Same Polar Sets
- First passage percolation and a model for competing spatial growth
- A CONCEPTUAL PROOF OF THE KESTENSTIGUM THEOREM FOR MULTITYPE BRANCHING PROCESSES \Lambda
- THE CONTACT PROCESS ON TREES Robin Pemantle 1
- LOCAL CHARACTERISTICS, ENTROPY AND LIMIT THEOREMS FOR SPANNING TREES AND DOMINO TILINGS VIA
- COLORING A d 3 DIMENSIONAL LATTICE WITH TWO INDEPENDENT RANDOM WALKS
- Version of 5 August 1999 Nonamenable Products are not Treeable
- CHOOSING A SPANNING TREE FOR THE INTEGER LATTICE UNIFORMLY
- Twodimensional quantum random walk Yuliy Baryshnikov 1
- What is the probability of intersecting the set of Brownian double points? Robin Pemantle 1;2
- PROFILES OF LARGE COMBINATORIAL STRUCTURES Michael T. Lugo
- MAXIMUM VARIATION OF TOTAL RISK Robin Pemantle 1;2
- arXiv:math/0404100v1 TREE-INDEXED PROCESSES
- Robin Pemantle Department of Mathematics
- CRITICAL RANDOM WALK IN RANDOM ENVIRONMENT ON TREES OF EXPONENTIAL
- Robust Phase Transitions for Heisenberg and Other Models on General Trees
- Economic Properties of Social Networks Sham M. Kakade Michael Kearns Luis E. Ortiz Robin Pemantle Siddharth Suri
- Irreducible compositions and the first return to the origin of a random walk
- Sharp Transitions in Making Squares Ernie Croot1
- Contemporary Mathematics Quantum random walk on the integer lattice
- rev. version of 06/25/2004 Learning to Network
- Poisson Matching Alexander E. Holroyd Robin Pemantle Yuval Peres
- VERTEXREINFORCED RANDOM WALK Robin Pemantle 1
- Network formation by reinforcement learning: the long and medium run Robin Pemantle 1,2
- Search cost for a nearly optimal path in a binary tree Robin Pemantle 1,2
- ON PATH INTEGRALS FOR THE HIGHDIMENSIONAL BROWNIAN
- Unpredictable Paths and Percolation Itai Benjamini 1, Robin Pemantle 2,3, and Yuval Peres 4,5
- GENERATING A RANDOM SINK-FREE ORIENTATION IN QUADRATIC TIME
- A Dynamic Model of Social Network Formation Brian Skyrms 1
- Version of 20 September 1997 Resistance Bounds for
- Common Intervals in Permutations Sylvie Corteel # Guy Louchard + Robin Pemantle #
- Exploring the Average Values of Boolean Functions via Asymptotics and Experimentation
- Version of 30 July 1999 Nonamenable Products are not Treeable
- 1 Introduction There are several good reasons you might want to read about uniform spanning trees, one
- This is a free offprint provided to the author by the publisher. Copyright restrictions may apply. Asymptotic expansions of oscillatory integrals
- MARTIN CAPACITY FOR MARKOV CHAINS Itai Benjamini1, Robin Pemantle 2 and Yuval Peres 3
- Moment conditions for a sequence with negative drift to be uniformly bounded in L r
- GaltonWatson Trees with the Same Mean Have the Same Polar Sets
- A Phase Transition in Random Coin Tossing By David A. Levin, Robin Pemantle 1 and Yuval Peres 2
- The probability that Brownian motion almost contains a line Robin Pemantle 1
- Tilings, groves and multiset permutations: asympotics of rational generating functions whose pole set includes a cone
- When Is 0.999 . . . Equal to 1? Robin Pemantle and Carsten Schneider
- Central Limit Theorem for the Size of the Range of a Renewal Process
- More rigorous results on the Kauffman-Levin model of evolution Vlada Limic 1,2
- Network formation by reinforcement learning: the long and medium run Robin Pemantle 1,2
- A Phase Transition in Random Coin Tossing By David A. Levin, Robin Pemantle1
- Towards a theory of negative dependence Robin Pemantle 1,2
- Sojourn Times of Brownian Sheet D. Khoshnevisan
- On near-critical and dynamical percolation in the tree case Olle Haggstrom
- Vertex-reinforced random walk on Z has finite range Robin Pemantle 1,2
- Robust Phase Transitions for Heisenberg and Other Models on General Trees
- Version of 9 Oct. 1997 Resistance Bounds for
- Sharpness of second moment criteria for branching and tree-indexed Robin Pemantle 1, 2
- MAXIMUM VARIATION OF TOTAL RISK Robin Pemantle 1,2
- ON WHICH GRAPHS ARE ALL RANDOM WALKS IN RANDOM ENVIRONMENTS TRANSIENT?
- The Trace of Spatial Brownian Motion is Capacity-equivalent to the Unit Square
- DOMINATION BETWEEN TREES AND APPLICATION TO AN EXPLOSION PROBLEM
- 1 Introduction There are several good reasons you might want to read about uniform spanning trees, one
- CRITICAL RANDOM WALK IN RANDOM ENVIRONMENT ON TREES OF EXPONENTIAL
- ON PATH INTEGRALS FOR THE HIGH-DIMENSIONAL BROWNIAN
- QUANTUM RANDOM WALKS ON THE INTEGER LATTICE VIA GENERATING FUNCTIONS
- QUANTUM RANDOM WALKS ON Z2 William Harry Brady
- Credible Signaling in the "Letter of Recommendation" Game Naomi Margaret Utgoff
- Time to absorption in discounted reinforcement models Robin Pemantle 1;2
- Central Limit Theorem for the Size of the Range of a Renewal Process
- Economic Properties of Social Networks Sham M. Kakade Michael Kearns Luis E. Ortiz Robin Pemantle Siddharth Suri
- Where Did The Brownian Particle Go? Robin Pemantle , Yuval Peres y , Jim Pitman z , Marc Yor x
- LOCAL CHARACTERISTICS, ENTROPY AND LIMIT THEOREMS FOR SPANNING TREES AND DOMINO TILINGS VIA
- Two-dimensional quantum random walk Yuliy Baryshnikov 1
- A SHUFFLE THAT MIXES SETS OF ANY FIXED SIZE MUCH FASTER THAN IT MIXES THE WHOLE DECK
- WHEN IS 0:999 : : : EQUAL TO 1? ROBIN PEMANTLE AND CARSTEN SCHNEIDER
- A probabilistic model for the degree of the cancellation polynomial in Gosper's Algorithm
- PLANAR FIRSTPASSAGE PERCOLATION TIMES ARE NOT TIGHT
- No Directed Fractal Percolation in Zero Area L. Chayes 1 , Robin Pemantle 2;3 and Yuval Peres 4;5
- Classical and Modern Branching Processes, pp. 223{238. Version of 17 Dec. 2004 Unsolved Problems Concerning Random Walks on Trees
- CRITICAL RANDOM WALK IN RANDOM ENVIRONMENT Robin Pemantle 1 ; 2 and Yuval Peres 3
- Contemporary Mathematics Analytic combinatorics in d variables: An overview
- The critical Ising model on trees, concave recursions and nonlinear capacity
- Sojourn Times of Brownian Sheet D. Khoshnevisan
- Poor performance of random random number generation Robin Pemantle 1;2
- RANDOM WALKS IN VARYING DIMENSIONS Itai Benjamini 1 , Robin Pemantle 2;3 , and Yuval Peres 4
- DIFFUSION-LIMITED AGGREGATION ON A TREE Martin T. Barlow * Robin Pemantle Edwin A. Perkins *
- MARKOV CHAINS IN A FIELD OF TRAPS Robin Pemantle 1,2
- The probability that Brownian motion almost contains a line Robin Pemantle1
- CRITICAL RANDOM WALK IN RANDOM ENVIRONMENT Robin Pemantle 1 , 2 and Yuval Peres 3
- The critical Ising model on trees, concave recursions and nonlinear capacity
- The Klee-Minty random edge chain moves with bounded Jozsef Balogh1,2,
- To appear in Ann. Probab. Version of 19 September 1994 Conceptual Proofs of L log L Criteria
- The Klee-Minty random edge chain moves with bounded J ozsef Balogh 1;2 ,
- Copyright by SIAM. Unauthorized reproduction of this article is prohibited. SIAM REVIEW c 2008 Society for Industrial and Applied Mathematics
- arXiv:math/0404100v1[math.PR]5Apr2004 TREE-INDEXED PROCESSES
- Nonlinear Polya Urn Models and Self-Organizing Processes A Dissertation
- THE CONTACT PROCESS ON TREES Robin Pemantle 1
- Absence of mutual unbounded growth for almost all parameter values in the two-type Richardson model
- SETS AVOIDED BY BROWNIAN MOTION Omer Adelman 1
- First passage percolation and a model for competing spatial growth
- arXiv:math/0003192v1[math.CO]28Mar2000 ASYMPTOTICS OF MULTIVARIATE SEQUENCES, PART I: SMOOTH POINTS OF
- Probability Surveys Vol. 0 (0000)
- Sharpness of second moment criteria for branching and treeindexed Robin Pemantle 1; 2
- Tilings, groves and multiset permutations: asympotics of rational generating functions whose pole set includes a cone
- The Trace of Spatial Brownian Motion is Capacityequivalent to the Unit Square
- DOMINATION BETWEEN TREES AND APPLICATION TO AN EXPLOSION PROBLEM
- MARKOV CHAINS IN A FIELD OF TRAPS Robin Pemantle 1;2
- Vertexreinforced random walk on Z has finite range Robin Pemantle 1;2
- Unsolved Problems Concerning Random Walks on Trees Classical and Modern Branching Processes,
- Learning to signal: analysis of a microlevel reinforcement model Ra#aele Argiento 1
- RANDOM WALKS IN VARYING DIMENSIONS Itai Benjamini 1, Robin Pemantle 2,3, and Yuval Peres 4
- SETS AVOIDED BY BROWNIAN MOTION Omer Adelman1
- arXiv:math/0404105v3[math.PR]20Nov2007 The Annals of Probability
- ALGORITHMS FOR BIVARIATE SINGULARITY ANALYSIS Timothy DeVries
- A probabilistic model for the degree of the cancellation polynomial in Gosper's Algorithm
- The Dimension of the Brownian Frontier is Greater Than 1. Christopher J.
- More rigorous results on the Kau#manLevin model of evolution Vlada Limic 1,2
- ASYMPTOTICS OF MULTIVARIATE SEQUENCES II. MULTIPLE POINTS OF THE SINGULAR VARIETY.
- Time to absorption in discounted reinforcement models Robin Pemantle 1,2
- ASYMPTOTIC ENUMERATION VIA SINGULARITY DISSERTATION
- Poor performance of random random number generation Robin Pemantle 1,2
- Moment conditions for a sequence with negative drift to be uniformly bounded in Lr
- PERCOLATION, FIRSTPASSAGE PERCOLATION, AND COVERING TIMES FOR RICHARDSON'S MODEL ON
- Planar first-passage percolation times are not tight R. Pemantle1,2 and Y. Peres3
- The Aztec Diamond Edge-Probability Generating Function Peng (Peter) Du
- Asymptotics of multivariate sequences, part III: quadratic points Yuliy Baryshnikov 1
- The Perils of Randomization Checks in the Analysis of Experiments
- www.imstat.org/aihp Annales de l'Institut Henri Poincar -Probabilits et Statistiques
- Concentration of Lipschitz functionals of determinantal and other strong Rayleigh measures
- The distribution of zeros of the derivative of a random polynomial Robin Pemantle 1,2
- Quantum random walk on the integer lattice: examples and Andrew Bressler, Torin Greenwood, Robin Pemantle, and Marko Petkovsek
- Automatic asymptotics for coefficients of smooth, bivariate rational Timothy DeVries1
