Theory and Applications of Graphs
Proceedings, Michigan, May 11 - 15, 1976
Herausgegeben:Alavi, Y.; Lick, D. R.
Theory and Applications of Graphs
Proceedings, Michigan, May 11 - 15, 1976
Herausgegeben:Alavi, Y.; Lick, D. R.
- Broschiertes Buch
Andere Kunden interessierten sich auch für
- Dieter JungnickelGraphs, Networks and Algorithms53,99 €
- Hypergraph Seminar34,99 €
- Discrete and Computational Geometry111,99 €
- More Sets, Graphs and Numbers74,99 €
- Emerging Applications of Number Theory38,99 €
- Operations Research and Discrete Analysis74,99 €
- An Irregular Mind111,99 €
-
-
-
Produktdetails
- Lecture Notes in Mathematics 642
- Verlag: Springer / Springer Berlin Heidelberg / Springer, Berlin
- Artikelnr. des Verlages: 978-3-540-08666-6
- 1978.
- Seitenzahl: 656
- Erscheinungstermin: 1. April 1978
- Englisch
- Abmessung: 235mm x 155mm x 36mm
- Gewicht: 1018g
- ISBN-13: 9783540086666
- ISBN-10: 3540086668
- Artikelnr.: 23596773
Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
200 years of graph theory - A guided tour.- Chromatic number and subgraphs of cayley graphs.- The multicolorings of graphs and hypergraphs.- Irreducible configurations and the four color conjecture.- Numbered complete graphs, unusual rulers, and assorted applications.- Cycles and semi-topological configurations.- Graphs with unique walks, trails or paths of given lengths.- Triangular imbeddings into surfaces of a join of equicardinal independent sets following an Eulerian graph.- Mixed graphs of homomorphisms.- On chromatic equivalence of graphs.- On graphs having prescribed clique number, chromatic number, and maximum degree.- Domination of undirected graphs - A survey.- Some extremal problems for simple two-complexes.- Various length paths in graphs.- Orthogonal groups over GF(2) and related graphs.- Distance matrix polynomials of trees.- Odd cycles and perfect graphs.- Imbeddings of metacyclic cayley graphs.- On the chromatic index and the cover index of a multigraph.- Pruning and depth first search.- Graphs and their degree sequences: A survey.- The bichromaticity of a tree.- On diameter stability of graphs.- Generalized pseudosurface embeddings of graphs and associated block designs.- Powers of graphs, line graphs, and total graphs.- The cartesian product of two graphs is stable.- A note on a generalized regularity condition.- Long and short walks in trees.- Random clumps, graphs, and polymer solutions.- Mixed ramsey numbers: Edge chromatic numbers vs. graphs.- Planar and outerplanar cayley graphs of free groups.- Coloring restrictions.- If a hadamard matrix of order 24 has character exactly 2, its transpose is known.- Cycle lengths in polytopal graphs.- Subgraph connectivity numbers of a graph.- Matchings in graphs III: Infinite graphs.- Steinhaus graphs.-Packing and covering constants for recursive trees.- The minimum degree and connectivity of a graph.- Generalizations of graphical parameters.- Pursuit-evasion in a graph.- Regularity in tournaments.- On graphs of embedding range one.- Non-existence of graph embeddings.- Food webs, competition graphs, and the boxicity of ecological phase space.- Hamiltonian persistency is periodic among iterated line digraphs.- Some problems in ramsey theory.- Exactly thirteen connected cubic graphs have integral spectra.- A counting theorem for topological graph theory.- k-Arc Hamilton graphs.- Hypohamiltonian graphs and digraphs.- Order preserving embeddings of aographs.- Circular arc graphs: New uses and a new algorithm.- Chromatic sums.- Infinite cayley graphs of connectivity one.- Edge-colorings of graphs - A survey.- Menger and könig systems.
200 years of graph theory - A guided tour.- Chromatic number and subgraphs of cayley graphs.- The multicolorings of graphs and hypergraphs.- Irreducible configurations and the four color conjecture.- Numbered complete graphs, unusual rulers, and assorted applications.- Cycles and semi-topological configurations.- Graphs with unique walks, trails or paths of given lengths.- Triangular imbeddings into surfaces of a join of equicardinal independent sets following an Eulerian graph.- Mixed graphs of homomorphisms.- On chromatic equivalence of graphs.- On graphs having prescribed clique number, chromatic number, and maximum degree.- Domination of undirected graphs - A survey.- Some extremal problems for simple two-complexes.- Various length paths in graphs.- Orthogonal groups over GF(2) and related graphs.- Distance matrix polynomials of trees.- Odd cycles and perfect graphs.- Imbeddings of metacyclic cayley graphs.- On the chromatic index and the cover index of a multigraph.- Pruning and depth first search.- Graphs and their degree sequences: A survey.- The bichromaticity of a tree.- On diameter stability of graphs.- Generalized pseudosurface embeddings of graphs and associated block designs.- Powers of graphs, line graphs, and total graphs.- The cartesian product of two graphs is stable.- A note on a generalized regularity condition.- Long and short walks in trees.- Random clumps, graphs, and polymer solutions.- Mixed ramsey numbers: Edge chromatic numbers vs. graphs.- Planar and outerplanar cayley graphs of free groups.- Coloring restrictions.- If a hadamard matrix of order 24 has character exactly 2, its transpose is known.- Cycle lengths in polytopal graphs.- Subgraph connectivity numbers of a graph.- Matchings in graphs III: Infinite graphs.- Steinhaus graphs.-Packing and covering constants for recursive trees.- The minimum degree and connectivity of a graph.- Generalizations of graphical parameters.- Pursuit-evasion in a graph.- Regularity in tournaments.- On graphs of embedding range one.- Non-existence of graph embeddings.- Food webs, competition graphs, and the boxicity of ecological phase space.- Hamiltonian persistency is periodic among iterated line digraphs.- Some problems in ramsey theory.- Exactly thirteen connected cubic graphs have integral spectra.- A counting theorem for topological graph theory.- k-Arc Hamilton graphs.- Hypohamiltonian graphs and digraphs.- Order preserving embeddings of aographs.- Circular arc graphs: New uses and a new algorithm.- Chromatic sums.- Infinite cayley graphs of connectivity one.- Edge-colorings of graphs - A survey.- Menger and könig systems.