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Results: 1-25 | 26-32
Results: 1-25/32
THE NUMBER OF INFINITE CLUSTERS IN DYNAMICAL PERCOLATION
Authors: PERES Y STEIF JE
Citation: Y. Peres et Je. Steif, THE NUMBER OF INFINITE CLUSTERS IN DYNAMICAL PERCOLATION, Probability theory and related fields, 111(1), 1998, pp. 141-165
UNPREDICTABLE PATHS AND PERCOLATION
Authors: BENJAMINI I PEMANTLE R PERES Y
Citation: I. Benjamini et al., UNPREDICTABLE PATHS AND PERCOLATION, Annals of probability, 26(3), 1998, pp. 1198-1211
SELF-SIMILAR MEASURES AND INTERSECTIONS OF CANTOR SETS
Authors: PERES Y SOLOMYAK B
Citation: Y. Peres et B. Solomyak, SELF-SIMILAR MEASURES AND INTERSECTIONS OF CANTOR SETS, Transactions of the American Mathematical Society, 350(10), 1998, pp. 4065-4087
DYNAMICAL PERCOLATION
Authors: HAGGSTROM O PERES Y STEIF JE
Citation: O. Haggstrom et al., DYNAMICAL PERCOLATION, Annales de l'I.H.P. Probabilites et statistiques, 33(4), 1997, pp. 497-528
INVARIANT-MEASURES OF FULL DIMENSION FOR SOME EXPANDING MAPS
Authors: GATZOURAS D PERES Y
Citation: D. Gatzouras et Y. Peres, INVARIANT-MEASURES OF FULL DIMENSION FOR SOME EXPANDING MAPS, Ergodic theory & dynamical systems, 17, 1997, pp. 147-167
NO DIRECTED FRACTAL PERCOLATION IN ZERO AREA
Authors: CHAYES L PEMANTLE R PERES Y
Citation: L. Chayes et al., NO DIRECTED FRACTAL PERCOLATION IN ZERO AREA, Journal of statistical physics, 88(5-6), 1997, pp. 1353-1362
THE DIMENSION OF THE BROWNIAN FRONTIER IS GREATER-THAN 1
Authors: BISHOP CJ JONES PW PEMANTLE R PERES Y
Citation: Cj. Bishop et al., THE DIMENSION OF THE BROWNIAN FRONTIER IS GREATER-THAN 1, Journal of functional analysis, 143(2), 1997, pp. 309-336
HAUSDORFF DIMENSIONS OF SOFIC AFFINE-INVARIANT SETS (VOL 94, PG 157, 1996)
Authors: KENYON R PERES Y
Citation: R. Kenyon et Y. Peres, HAUSDORFF DIMENSIONS OF SOFIC AFFINE-INVARIANT SETS (VOL 94, PG 157, 1996), Israel Journal of Mathematics, 97, 1997, pp. 347-347
RANDOM-WALKS IN VARYING DIMENSIONS
Authors: BENJAMINI I PEMANTLE R PERES Y
Citation: I. Benjamini et al., RANDOM-WALKS IN VARYING DIMENSIONS, Journal of theoretical probability, 9(1), 1996, pp. 231-244
REMARKS ON INTERSECTION-EQUIVALENCE AND CAPACITY-EQUIVALENCE
Authors: PERES Y
Citation: Y. Peres, REMARKS ON INTERSECTION-EQUIVALENCE AND CAPACITY-EQUIVALENCE, Annales de l'I.H.P. Physique theorique, 64(3), 1996, pp. 339-347
THE TRACE OF SPATIAL BROWNIAN-MOTION IS CAPACITY-EQUIVALENT TO THE UNIT SQUARE
Authors: PEMANTLE R PERES Y SHAPIRO JW
Citation: R. Pemantle et al., THE TRACE OF SPATIAL BROWNIAN-MOTION IS CAPACITY-EQUIVALENT TO THE UNIT SQUARE, Probability theory and related fields, 106(3), 1996, pp. 379-399
BIASED RANDOM-WALKS ON GALTON-WATSON TREES
Authors: LYONS R PEMANTLE R PERES Y
Citation: R. Lyons et al., BIASED RANDOM-WALKS ON GALTON-WATSON TREES, Probability theory and related fields, 106(2), 1996, pp. 249-264
RANDOM-WALKS ON THE LAMPLIGHTER GROUP
Authors: LYONS R PEMANTLE R PERES Y
Citation: R. Lyons et al., RANDOM-WALKS ON THE LAMPLIGHTER GROUP, Annals of probability, 24(4), 1996, pp. 1993-2006
POINTS OF INCREASE FOR RANDOM-WALKS
Authors: PERES Y
Citation: Y. Peres, POINTS OF INCREASE FOR RANDOM-WALKS, Israel Journal of Mathematics, 95, 1996, pp. 341-347
HAUSDORFF DIMENSIONS OF SOFIC AFFINE-INVARIANT SETS
Authors: KENYON R PERES Y
Citation: R. Kenyon et Y. Peres, HAUSDORFF DIMENSIONS OF SOFIC AFFINE-INVARIANT SETS, Israel Journal of Mathematics, 94, 1996, pp. 157-178
TAIL ESTIMATES FOR ONE-DIMENSIONAL RANDOM-WALK IN RANDOM ENVIRONMENT
Authors: DEMBO A PERES Y ZEITOUNI O
Citation: A. Dembo et al., TAIL ESTIMATES FOR ONE-DIMENSIONAL RANDOM-WALK IN RANDOM ENVIRONMENT, Communications in Mathematical Physics, 181(3), 1996, pp. 667-683
INTERSECTION-EQUIVALENCE OF BROWNIAN PATHS AND CERTAIN BRANCHING-PROCESSES
Authors: PERES Y
Citation: Y. Peres, INTERSECTION-EQUIVALENCE OF BROWNIAN PATHS AND CERTAIN BRANCHING-PROCESSES, Communications in Mathematical Physics, 177(2), 1996, pp. 417-434
PACKING DIMENSION AND CARTESIAN PRODUCTS
Authors: BISHOP CJ PERES Y
Citation: Cj. Bishop et Y. Peres, PACKING DIMENSION AND CARTESIAN PRODUCTS, Transactions of the American Mathematical Society, 348(11), 1996, pp. 4433-4445
FRACTIONAL PRODUCTS OF SETS
Authors: BLEI R PERES Y SCHMERL J
Citation: R. Blei et al., FRACTIONAL PRODUCTS OF SETS, Random structures & algorithms, 6(1), 1995, pp. 113-119
ISRAELI MORALE DURING THE GULF-WAR
Authors: YUCHTMANYAAR E PERES Y GOLDBERGANABI D
Citation: E. Yuchtmanyaar et al., ISRAELI MORALE DURING THE GULF-WAR, International journal of public opinion research, 7(4), 1995, pp. 366-382
MARITAL CRISIS AND THERAPY IN THEIR SOCIAL-CONTEXT
Authors: KATZ R PERES Y
Citation: R. Katz et Y. Peres, MARITAL CRISIS AND THERAPY IN THEIR SOCIAL-CONTEXT, Contemporary family therapy, 17(4), 1995, pp. 395-412
PERFECT FILTERING AND DOUBLE DISJOINTNESS
Authors: FURSTENBERG H PERES Y WEISS B
Citation: H. Furstenberg et al., PERFECT FILTERING AND DOUBLE DISJOINTNESS, Annales de l'I.H.P. Probabilites et statistiques, 31(3), 1995, pp. 453-465
GALTON-WATSON TREES WITH THE SAME MEAN HAVE THE SAME POLAR SETS
Authors: PEMANTLE R PERES Y
Citation: R. Pemantle et Y. Peres, GALTON-WATSON TREES WITH THE SAME MEAN HAVE THE SAME POLAR SETS, Annals of probability, 23(3), 1995, pp. 1102-1124
CONCEPTUAL PROOFS OF L-LOG-L CRITERIA FOR MEAN-BEHAVIOR OF BRANCHING-PROCESSES
Authors: LYONS R PEMANTLE R PERES Y
Citation: R. Lyons et al., CONCEPTUAL PROOFS OF L-LOG-L CRITERIA FOR MEAN-BEHAVIOR OF BRANCHING-PROCESSES, Annals of probability, 23(3), 1995, pp. 1125-1138
MARTIN CAPACITY FOR MARKOV-CHAINS
Authors: BENJAMINI I PEMANTLE R PERES Y
Citation: I. Benjamini et al., MARTIN CAPACITY FOR MARKOV-CHAINS, Annals of probability, 23(3), 1995, pp. 1332-1346
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