Bounds on the domination number; domination, independence and irredundance; efficiency, redundancy and the duals; changing and unchanging domination; conditions on the dominating set; varieties of domination; multiproperty and multiset parameters; sums and products of parameters; dominating functions; frameworks for domination; domination complexity and algorithms.
Teresa W. Haynes, Stephen Hedetniemi, Peter Slater
"The book is very clearly written and the organization is
outstanding. . ..Any reader will be able to quickly identify the
methods used in the field and to appreciate the beauty and
intricacy of the subject. One major achievement of the book is
unification of the terminology used in domination. "
---Bulletin of the Institute of Combinatorics and Its
Applications
"This long-awaited book provides the first comprehensive treatment
of domination in graphs. It is an essential work in which a vast
amount of recent work on domination has been extracted from the
literature and re-organized into one comprehensive volume.... ...as
a first book on domination it certainly fills a long-existing void
very successfully, and it is hard to imagine now how researchers in
domination theory every coped without it. "
---Mathematical Reviews, 2001
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