Bila Bollobás / G. Thomason (eds.)

Combinatorics, Geometry and Probability

Herausgeber: Bollobás, Béla; Thomason, Andrew

• Gebundenes Buch

Produktbeschreibung

A panorama of combinatorics by the world's experts.

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Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.

Produktdetails

• Verlag: Cambridge University Press
• Seitenzahl: 586
• Erscheinungstermin: 24. April 2017
• Englisch
• Abmessung: 260mm x 208mm x 36mm
• Gewicht: 1462g
• ISBN-13: 9780521584722
• ISBN-10: 0521584728
• Artikelnr.: 29425391

Inhaltsangabe

1. Some unsolved problems Paul Erdös; 2. Menger's theorem for a countable
source set R. Aharoni and R. Diestel; 3. On extremal set partitions in
Cartesian product spaces R. Ahlswede and N. Cai; 4. Matchings in lattice
graphs and Hamming graphs M. Aigner and R. Klimmek; 5. Reconstructing a
graph from its neighbourhood lists M. Aigner and E. Triesch; 6. Threshold
functions for H-factors N. Alon and R. Yuster; 7. A rate for the
Erdös-Turán law A. D. Barbour and S. Tavaré; 8. Deterministic graph games
and a probabilistic intuition J. Beck; 9. On oriented embedding of the
binary tree into the hypercube S. L. Bezrukov; 10. Potential theory on
distance-regular graphs N. L. Biggs; 11. On the length of the longest
increasing subsequence in a random permutation B. Bollobás and S. Janson;
12. On Richardson's model on the hypercube B. Bollobás and Y. Kohayakawa;
13. Random permutations: some group-theoretic aspects P. J. Cameron and W.
M. Kantor; 14. Ramsey problems with bounded degree spread G. Chen and R. H.
Schelp; 15. Hamilton cycles in random regular digraphs C. Cooper, A. Frieze
and M. Molloy; 16. On triangle contact graphs H. de Fraysseix, P. Ossona de
Mendez and P. Rosenstiehl; 17. A combinatorial approach to complexity
theory via ordinal hierarchies W. A. Deuber and W. Thumser; 18. Lattice
points of cut cones M. Deza and V. Grishukin; 19. The growth of infinite
graphs: boundedness and finite spreading R. Diestel and I. Leader; 20.
Amalgamated factorizations of complete graphs J. K. Dugdale and A. J. W.
Hilton; 21. Ramsey size linear graphs Paul Erdös, R. J. Faudree, C. C.
Rousseau and R. H. Schelp; 22. Turán-Ramsey theorems and Kp independence
numbers Paul Erdös, A. Hajnal, M. Simonovits, V. T. Sós and E. Szemerédi;
23. Nearly equal distances in the plane Paul Erdös, E. Makai and J. Pach;
24. Clique partitions of chordal graphs Paul Erdös, E. T. Ordman and Y.
Zalcstein; 25. On intersecting chains in Boolean algebras Péter L. Erdös,
A. Seress and L. A. Szekely; 26. On the maximum number of triangles in
wheel-free graphs Z. Füredi, M.X. Goemans and D. J. Kleitman; 27. Blocking
sets in SQS(2v) M. Gionfriddo, S. Milici and Zs. Tuza; 28.
(1,2)-factorisations of general Eulerian nearly regular graphs R. Häggkvist
and A. Johansson; 29. Oriented Hamilton cycles in digraphs R. Häggkvist and
A. Thomason; 30. Minimization problems for infinite n-connected graphs R.
Halin; 31. On universal threshold graphs P. L. Hammer and A. K. Kelmans;
32. Image partition regularity of matrices N. Hindman and I. Leader; 33.
Extremal graph problems for graphs with a color-critical vertex C. Hundack,
H. J. Prömel and A. Steger; 34. A note on W1-to-W1 functions P. Komjáth;
35. Topological cliques in graphs J. Komlós and E. Szemerédi; 36.
Local-global phenomena in graphs N. Linial; 37. On random generation of the
symmetric group T. Luczak and L. Pyber; 38. On vertex-edge-critically
n-connected graphs W. Mader; 39. On a conjecture of Erdös and Cudakov A. R.
D. Mathias; 40. A random recolouring method for graphs and hypergraphs C.
McDiarmid; 41. Obstructions for the disk and the cylinder embedding
extension problems B. Mohar; 42. A Ramsey-type theorem in the plane J.
Nesetril and P. Valtr; 43. The enumeration of self-avoiding walks and
domains on a lattice H. N. V. Temperley; 44. An extension of Foster's
network theorem P. Tetali; 45. Randomised approximation in the Tutte plane
D. J. A. Welsh; 46. On crossing numbers, and some unsolved problems H. S.
Wilf.