Journal
ADVANCES AND APPLICATIONS IN MATHEMATICAL SCIENCES
Volume 21, Issue 9, Pages 4887-4902Publisher
MILI PUBL
Keywords
Independence number of a graph; closed support independence number of a set; closed support independence number of a graph
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This paper introduces the concept of closed support independence number for sets and graphs, and studies the calculation methods for various graphs such as paths, stars, complete graphs, etc.
In this paper, closed support independence number of a set and closed support independence number of a graph under addition and multiplication are introduced. Closed support independence number of the path, star, complete graph, wheel, cycle, complete bipartite graph and bistar under addition and multiplication are studied.
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