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Random Discrete Structures

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Cover of 'Random Discrete Structures'

Table of Contents

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    Book Overview
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    Chapter 1 Probability Distributions on Cladograms
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    Chapter 2 Stability of Self-Organizing Processes
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    Chapter 3 Some Examples of Normal Approximations by Stein’s Method
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    Chapter 4 Large Deviations for Random Distribution of Mass
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    Chapter 5 Random Minimax Game Trees
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    Chapter 6 Metrics on Compositions and Coincidences among Renewal Sequences
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    Chapter 7 The No Long Odd Cycle Theorem for Completely Positive Matrices
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    Chapter 8 A Note on Triangle-Free Graphs
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    Chapter 9 Intersections and Limits of Regenerative Sets
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    Chapter 10 Random Processes of the Form X n +1 = a n X n + b n (mod p )where b n takes on a Single Value
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    Chapter 11 The Second Moment Method, Conditioning and Approximation
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    Chapter 12 How Fast and where does a Random Walker Move on a Random Tree?
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    Chapter 13 A Note on Recurrence, Amenability, and the Universal Cover of Graphs
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    Chapter 14 On which Graphs are All Random Walks in Random Environments Transient?
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    Chapter 15 Energy, and Intersections of Markov Chains
Attention for Chapter 12: How Fast and where does a Random Walker Move on a Random Tree?
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Chapter title
How Fast and where does a Random Walker Move on a Random Tree?
Chapter number 12
Book title
Random Discrete Structures
Published by
Springer, New York, NY, January 1996
DOI 10.1007/978-1-4612-0719-1_12
Book ISBNs
978-1-4612-6881-9, 978-1-4612-0719-1
Authors

Russell Lyons, Lyons, Russell

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