Logarithmic combinatorial structures: a probabilistic approach

  • Richard Arratia

    University of Southern California, USA
  • A. D. Barbour

    University of Zürich, Switzerland
  • Simon Tavaré

    University of Southern California, USA
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Frontmatter, AcknowledgmentsDownload pp. i–vii
ContentsDownload pp. ix–xi
0PrefaceDownload pp. 1–8
1Permutations and Primespp. 9–34
2Decomposable Combinatorial Structurespp. 35–64
3Probabilistic Preliminariespp. 65–75
4The Ewens Sampling Formula: Methodspp. 77–93
5The Ewens Sampling Formula: Asymptoticspp. 95–124
6Logarithmic Combinatorial Structurespp. 125–147
7General Settingpp. 149–170
8Consequencespp. 171–224
9A Stein Equationpp. 225–237
10Point Probabilitiespp. 239–265
11Distributional Comparisons with PθP_\thetapp. 267–283
12Comparisons with PθP_\theta: Point Probabilitiespp. 285–299
13Proofspp. 301–328
14Technical Complementspp. 329–338
Referencespp. 339–352
Notation Indexpp. 353–354
Author Indexpp. 355–357
Subject Indexpp. 359–363