Title of article
On domination in an edge product hypergraphs
Author/Authors
F. Pawar ، Kishor Department of Mathematics - School of Mathematical Sciences - Chaudhari North Maharashtra University , M. Jadhav ، Megha Department of Mathematics - School of Mathematical Sciences - Kavayitri Bahinabai Chaudhari North Maharashtra University
From page
108
To page
117
Abstract
In this paper, we study domination in an edge product hypergraphs and found some results on it. It is proved that theunit edge in a unit edge product hypergraph is a dominating set of hypergraph H. Later, we obtained some results which are relatives of the Nordhaus-Gaddum theorem, regarding the sums and products of domination parameters in an edge product hypergraph and their compliments.
Keywords
edge product hypergraph , unit edge product hypergraph , Nordhaus , Gaddum Theorem , Domination
Journal title
Journal of Hyperstructures
Journal title
Journal of Hyperstructures
Record number
2774501
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