Annals of Discrete Mathematics (33), Proceedings of the International Conference on Finite Geometries and Combinatorial Structures

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The book claims to be a successor of Prof. Bollobas' book of the same title. Unlike Prof. Bollobas' book, I do not think this one is a very good textbook: The proofs of many theorems are not given, but the reader is directed to some source; these theorems are not of some unrelated subject, but their topic is random graphs. These unproven theorems are then used in the sequel to prove other theorems. Furthermore, many proofs are delegated to "Excercises!", but no solutions are given.Thirdly (at least for me, I am not a professional mathematician), the presentation is at very uneven levels: Very easy derivations and extremely hard derivations are mixed together, it seems the authors have little feel for the difficulty of their exposition.On the positive side: The book is vitually typo-free, and the section on inequalities is much clearer -actually very good!- than the one in Prof. Bollobas's book.A curious aside: two pages (pages 180, 181) were simply missing, and they were also missing in a second copy I ordered. Neither Amazon, nor the publisher (Wiley) were of any help getting those two pages.

Author(s): A. Barlotti, M. Biliotti, A. Cossu, G. Korchmaros and G. Tallini (Eds.)
Series: North-Holland Mathematics Studies 144
Edition: 2
Publisher: Elsevier Science Ltd
Year: 1987

Language: English
Pages: ii-ix, 1-354

Content:
General Editor
Page ii

Edited by
Page iii

Copyright page
Page iv

Preface
Page v
Michał Karoński, Zbigniew Palka

List of Participants
Pages vii-ix

A Variant of Banach's Match Box Problem Original Research Article
Pages 1-8
Sven Berg

The Sensitivity of Expected Spanning Trees in Anisotropic Random Graphs Original Research Article
Pages 9-16
Joel E. Cohen

On the Strength of Connectivity of Random Subgraphs of the n-Cube Original Research Article
Pages 17-40
M.E. Dyer, A.M. Frieze, L.R. Foulds

Connectedness and Connectivity in Percolation Theory Original Research Article
Pages 41-57
J.W. Essam

Hamiltonian Closure in Random Graphs Original Research Article
Pages 59-67
John Gimbel, David Kurtz, Linda Lesniak, Edward R. Scheinerman, John C. Wierman

Long Paths and Cycles in a Random Lattice Original Research Article
Pages 69-76
Geoffrey R. Grimmett

The Distribution of the Number of Empty Cells in a Generalized Random Allocation Scheme Original Research Article
Pages 77-90
Bernard Harris, Morris Marden, C.J. Park

Random Self-Avoiding Walks in some One-Dimensional Lattices Original Research Article
Pages 91-109
Svante Janson

On a Random Digraph Original Research Article
Pages 111-127
Jerzy Jaworski, Ipe H. Smit

Additive Weights of Non-Regularly Distributed Trees Original Research Article
Pages 129-155
Rainer Kemp

A Tree Enumeration Problem Involving the Asymptotics of the “Diagonals” of a Power Series Original Research Article
Pages 157-170
Peter Kirschenhofer

On Matchings and Hamiltonian Cycles in Subgraphs of Random Graphs Original Research Article
Pages 171-185
Tomasz Łuczak

General Percolation and Oriented Matroids Original Research Article
Pages 187-197
Colin McDiarmid

Some Enumerative Results on Series-Parallel Networks Original Research Article
Pages 199-226
John W. Moon

Unsolved Problems in the Theory of Random Graphs Original Research Article
Pages 227-239
Edgar M. Palmer

Some Recent Results on the Register Function of a Binary Tree Original Research Article
Pages 241-260
Helmut Prodinger

Bounds for All-Terminal Reliability in Planar Networks Original Research Article
Pages 261-273
Aparna Ramesh, Michael O. Ball, Charles J. Colbourn

Induced Subgraphs in a Random Graph Original Research Article
Pages 275-296
Andrzej Ruciński

On a Nonuniform Random Recursive Tree Original Research Article
Pages 297-306
Jerzy Szymański

Pseudo-Random Graphs Original Research Article
Pages 307-331
Andrew Thomason

On the Independence Number of Random Subgraphs of the n-Cube Original Research Article
Pages 333-337
Karl Weber

Directed Site Percolation and Dual Filling Models Original Research Article
Pages 339-352
John C. Wierman

Random Graphs '85: Open Problems
Pages 353-354