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Domination Graph theory Summary Appropriate for use at different levels, Fundamentals of Domination in Graphs includes chapters on basic results and types of domination, domination algorithms and complexity, and frameworks for domination, as well as a host of pedagogical features, such as basic definitions and preliminary graph theoretic results Publisher description. Notes Includes bibliographical references pages and index. Please enter the message. Rall Furman University Verified email at furman. New citations to this author. Wayne Goddard Clemson University Verified email at clemson.
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Murugesan, Deepa. Addison Wesley, Reading, MA. Keywords Regular domination, regular split domination number, regular non split domination number, regular connected domination, inverse regular connected domination. That is n-3 vertices and v 4 and v n-2 are at distance 2 from v 2. Cockayne E. Proof: This result is due to the theorem 3. Haynes T.
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New Domination Parameters in Fuzzy Graphs

Thus it is clear that , Theorem 2. Proof: This result is due to the theorem 3. But is an independent set and each is adjacent to. A subset of is a dominating set of if every vertex of is adjacent to a vertex of.
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Description: Proof: Let P n be a path with n vertices v 1 , v 2 , Haynes T. Therefore, Theorem 2. Theorem 2. Theorem 3.

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