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  1. University of Mandalay
  2. Department of Mathematics

Characterization of Bipartite Graphs With given Hamiltonicity

http://hdl.handle.net/20.500.12678/0000000870
http://hdl.handle.net/20.500.12678/0000000870
a4adbdc0-fc30-4023-9e03-20e7b93d0d61
dfb9969f-0684-47c4-ae0a-f049916ae873
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Characterization Characterization of Bipartite Graphs With given Hamiltonicity pdf.pdf (743 Kb)
Publication type
Journal article
Upload type
Publication
Title
Title Characterization of Bipartite Graphs With given Hamiltonicity
Language en
Publication date 2012
Authors
Zaw Myint
Description
In this paper, we first give a characterization of the bipartite graphs G satisfying Moreover, we compare the value of 2-domination number and independence number in trees and give bounds on these two parameters in terms of the order and the number of pendant vertices of the tree. More precisely we show that for a nontrivial tree T, (n(T) + +2)/3 (n(T) + )/2 and (n(T) + – 1)/2. Finally, we characterize the trees achieving equality in each bound.
Keywords
Bipartite
Identifier https://umoar.mu.edu.mm/handle/123456789/238
Journal articles
1
Myingyan degree college Research Journal
3
Conference papaers
Books/reports/chapters
Thesis/dissertations
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