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Teresa W. Haynes | Stephen Hedetniemi | Peter Slater

Domination in Graphs

★★★★★
★★★★★
€359.60
A01=Peter Slater
A01=Stephen Hedetniemi
A01=Teresa W. Haynes
A01=TeresaW. Haynes
advanced graph parameters
Alice A. McRae
Aniket Majumdar
Author_Peter Slater
Author_Stephen Hedetniemi
Author_Teresa W. Haynes
Author_TeresaW. Haynes
Bert Hartnell
bipartite
Bipartite Graphs
Bohdan Zelinka
C. M. Mynhardt
cardinality
Category=PBV
Category=PBW
chessboard combinatorics
chordal
Chordal Graphs
combinatorial optimization
Complete Bipartite Graph
Complete Graph
computational complexity
connected
Connected Graph
D. Pillone
David P. Sumner
Dieter Kratsch
discrete mathematics
Dolores A. Parks
dominating
Dominating Functions
Dominating Set
domination in directed graphs research
Domination Number
Douglas F. Rall
E. J. Cockayne
E. Sampathkumar
eq_isMigrated=1
eq_isMigrated=2
eq_nobargain
Ewa Wojcicka
Fractional Domination
Gayla S. Domke
Gerd H. Fricke
graph theory algorithms
Independent Dominating Set
Independent Domination Number
Independent Set
Irredundant Set
Isolated Vertex
J. Ghoshal
Jean E. Dunbar
Johannes H. Hattingh
Julie R. Carrington
Lutz Volkmann
Maximal Independent Set
Maximal Irredundant Set
Michael A. Henning
Michael A. Henning Research
Minimal Dominating Set
minimum
Minimum Cardinality
Np Complete Problem
number
Peter J. Slater
Positive Integers
R. Laskar
Regular Graph
Renu R. Laskar
Robert C. Brigham
Robert Reynolds
Sandra M. Hedetniemi
set
Stephen T. Hedetniemi
strongly
Teresa W. Haynes
Total Domination Number
Ulrich Teschner
Undirected Graph
vertex
Vertex Cover
Vertex Set

Product details

  • ISBN 9780824700348
  • Weight: 816g
  • Dimensions: 156 x 234mm
  • Publication Date: 05 Jan 1998
  • Publisher: Taylor & Francis Inc
  • Publication City/Country: US
  • Product Form: Hardback
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Description
"Presents the latest in graph domination by leading researchers from around the world-furnishing known results, open research problems, and proof techniques. Maintains standardized terminology and notation throughout for greater accessibility. Covers recent developments in domination in graphs and digraphs, dominating functions, combinatorial problems on chessboards, and more."