Paul Erdös and his mathematics II

Cover......Page 1
Title page......Page 4
Contents......Page 6
Photos......Page 10
A Arhangel'skii / Some open problems on homogeneous compacta .......Page 18
J. Beck / The Erdös-Selfridge theorem in positional game theory ..........Page 36
B. Bollobas / The Erdös-Renyi theory of random graphs......Page 82
J. A. Bondy / Extremal problems of Paul Erdös on circuits in graphs......Page 138
W. Brown and M. Simonovits / Extremal multigraph and digraph problems......Page 160
P. J. Cameron / Permutations......Page 208
Gy. Elekes / SUMS versus PRODUCTS in number theory, algebra and Erdös geometry......Page 244
R. Faudree and R. H. Schelp / A survey of results on the size Ramsey number......Page 294
M. Foreman / A partition theorem for successor cardinals......Page 314
A. S. Fraenkel / R. J. Simpson and M. S. Paterson / On Abelian circular squares in binary words......Page 332
R. L. Graham and J. Nesetril / Ramsey theory and Paul Erdös (Recent results from a historical perspective)......Page 342
A. Gyarfas / Erdös problems on irregularities of line sizes and point degrees......Page 370
S. Jendroe and H.-J. Voss / Light subgraphs of graphs embedded in 2-dimensional manifolds of Euler characteristic < 0: A survey......Page 378
A. Kanamori and D. Pincus / Does GCH imply AC locally?......Page 416
J. A. Larson / Erdös and ordinals......Page 430
R. Laver / On very large cardinals......Page 456
L. Lovasz and K. Vesztergombi / Geometric representations of graphs......Page 474
E. Makai / J. Pach and J. Spencer / New results on the distribution of distances determined by separated point sets......Page 502
P.P. Palfy / On the density of the set of orders of certain groups......Page 516
N. Sauer / Coloring finite substructures of countable structures......Page 528
S. Shelah / You can enter Cantor's paradise!......Page 558
M. Simonovits / Some of my favorite Erdös theorems and related results, theories......Page 568
J. Spencer / Random graphs, sets and tournaments......Page 640
L. A. Szekely / Erdös on unit distances and the Szemeredi-Trotter theorems......Page 652
A. Thomason / The simplest case of Ramsey's theorem......Page 670