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A set D ? V of a given fuzzy graph G(V,?,µ) is a dominating set if for every u?V-D there exists v ?D such that (u,v) is a strong arc and ?(u)=?(v) and if the number of vertices of D is minimum then it is called a minimum dominating set of G. Domination number of G is the sum of membership values of vertices of a minimum dominating set D and it is denoted by ?(D). In this paper we study domination in fuzzy graphs. Also we formulate an algorithm to find dominating set for a given fuzzy graph.
On Domination in Fuzzy Graphs
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A set D ? V of a given fuzzy graph G(V,?,µ) is a dominating set if for every u?V-D there exists v ?D such that (u,v) is a strong arc and ?(u)=?(v) and if the number of vertices of D is minimum then it is called a minimum dominating set of G. Domination number of G is the sum of membership values of vertices of a minimum dominating set D and it is denoted by ?(D). In this paper we study domination in fuzzy graphs. Also we formulate an algorithm to find dominating set for a given fuzzy graph.
On Domination in Fuzzy Graphs
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ijcoa
Visit -> https://homework-tips.com/acct/505/
Acc 206-final-paper
Acc 206-final-paper
harris earnestine
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Marcello Falconi
Iao Pre-School Fundraiser Flyer
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Valentina lim cv final
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