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Yuval Peres
Perfect Filtering and Double Disjointness
Russell David Lyons
Affine Embeddings of Cantor Sets on the Line Arxiv:1607.02849V3
Characterization of Cutoff for Reversible Markov Chains
Amber L. Puha, Phd June 2021 Department of Mathematics Craven Hall 6130 California State University San Marcos Office Phone: 1-760-750-4201 333 S
Front Matter
CHRISTOPHER J. BISHOP Department of Mathematics Stony Brook University Stony Brook, NY 11794-3651
Diffusive Estimates for Random Walks on Stationary Random Graphs Of
PACKING DIMENSION and CARTESIAN PRODUCTS 1. Introduction Marstrand's Product Theorem
Critical Percolation on Certain Nonunimodular Graphs
Modern Discrete Probability an Essential Toolkit
Smoothness of Projections, Bernoulli Convolutions, and Dimensions Of
Dimension Theory of Self-Similar Sets and Measures
Autumn 2008 Newsletter of the Department of Mathematics at the University of Washington
Game Theory, Alive Anna R
[Math.PR] 2 Aug 1995 Bishop Elwhp N Yapeieta Aut Fellowship
New IMS President Welcomed
Markov Chains and Mixing Times Second Edition
Top View
New Coins from Old: Computing with Unknown Bias
A Special Issue on Formal Proof
Mixing Times and Hitting Times: Lecture Notes
UC Berkeley UC Berkeley Electronic Theses and Dissertations
Absolute Continuity of Bernoulli Convolutions, a Simple Proof
3 Characterization of Cutoff for Reversible Markov Chains 23 3.0.1 an Overview
Jeffrey E. Steif
SIXTY YEARS of BERNOULLI CONVOLUTIONS Table of Contents 1. Introduction 2. Historical Notes 3. Laws of Pure Type 4. Dimensions O
2007-08Nsfannualreportweb.Pdf
LECTURE Series
Allan Sly Awarded Loève Prize
Notices of the American Mathematical Society May 2017 FEATURED
Arxiv:0705.2628V2 [Math.CA]
Miklós Z. Rácz –
Notices of the American Mathematical Society October 2017 FEATURED
Russell David Lyons
Contemporary Mathematics