Random Graphs: Volume 2ISBN: 978-0-471-57292-3
Hardcover
304 pages
August 1992
 This is a Print-on-Demand title. It will be printed specifically to fill your order. Please allow an additional 10-15 days delivery time. The book is not returnable.
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Partial table of contents:
Probability Distributions Related to the Local Structure of aRandom Mapping (S. Berg & J. Jaworski).
Maximum Cuts and Quasirandom Graphs (F. Chung & R.Graham).
Inequalities for Random Walks on Trees (L. Devroye & A.Sbihi).
Spanning Trees in Random Graphs (P. Dolan).
Subgraphs of Large Minimal Degree (P. Erdos, et al.).
On Small Subgraphs of Random Graphs (A. Frieze).
When Is a Graphical Sequence Stable?
(M. Jerrum, et al.).
On the Stack Ramification of Binary Trees (R. Kemp).
The Number of Permutations with Cycle Lengths from a Fixed Set (V.Kolchin).
Sparse Random Graphs with a Given Degree Sequence (T.Luczak).
Proving Normality in Combinatorics (A. Rucinski).
Remarks on the Stochastic Traveling Salesman (E. Shamir).
Probability Distributions Related to the Local Structure of aRandom Mapping (S. Berg & J. Jaworski).
Maximum Cuts and Quasirandom Graphs (F. Chung & R.Graham).
Inequalities for Random Walks on Trees (L. Devroye & A.Sbihi).
Spanning Trees in Random Graphs (P. Dolan).
Subgraphs of Large Minimal Degree (P. Erdos, et al.).
On Small Subgraphs of Random Graphs (A. Frieze).
When Is a Graphical Sequence Stable?
(M. Jerrum, et al.).
On the Stack Ramification of Binary Trees (R. Kemp).
The Number of Permutations with Cycle Lengths from a Fixed Set (V.Kolchin).
Sparse Random Graphs with a Given Degree Sequence (T.Luczak).
Proving Normality in Combinatorics (A. Rucinski).
Remarks on the Stochastic Traveling Salesman (E. Shamir).
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