Recent Trends in Graph Theory | Proceedings of the First New York City Graph Theory Conference, Held on June 11 - 13, 1970 | ISBN 9783540365082

Recent Trends in Graph Theory

Proceedings of the First New York City Graph Theory Conference, Held on June 11 - 13, 1970

herausgegeben von M. Capobianco, J. B. Frechen und M. Krolik
Mitwirkende
Herausgegeben vonM. Capobianco
Herausgegeben vonJ. B. Frechen
Herausgegeben vonM. Krolik
Buchcover Recent Trends in Graph Theory  | EAN 9783540365082 | ISBN 3-540-36508-7 | ISBN 978-3-540-36508-2

Recent Trends in Graph Theory

Proceedings of the First New York City Graph Theory Conference, Held on June 11 - 13, 1970

herausgegeben von M. Capobianco, J. B. Frechen und M. Krolik
Mitwirkende
Herausgegeben vonM. Capobianco
Herausgegeben vonJ. B. Frechen
Herausgegeben vonM. Krolik

Inhaltsverzeichnis

  • The connectivity and line-connectivity of complementary graphs.
  • Maximal m-gons in 4-regular major maps.
  • On a theorem of tutte, a 4-color theorem and B-sets.
  • Derived graphs with derived complements.
  • Binary relations.
  • On connected cubic graphs and trivalent trees.
  • Graphical theorems of the Nordhaus-Gaddum class.
  • Isometric graphs.
  • The frequency partition of a graph.
  • A graph with p points and enough distinct (p-2)-order subgraphs is reconstructible.
  • On a result of Goethals and Seidel.
  • Generalized lower bounds for the absolute values of the coefficients of chromatic polynomials.
  • The least number of edges for graphs having automorphism group of order three.
  • Connectivity in digraphs.
  • Antitone fixed point maps.
  • On small graphs with forced monochromatic triangles.
  • Latest results on crossing numbers.
  • Graphs of (0,1)-matrices.
  • Combinatorial aspects of Gerschgorin’s theorem.
  • On subdominantly bounded graphs — Summary of results.
  • A class of point partition numbers.
  • On the lengths of cycles in planar graphs.
  • Hamiltonian arcs and circuits.
  • Graph-Valued functions and Hamiltonian graphs.
  • Generalizations of product isomorphisms.
  • On the genus of products of graphs.