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Another look at independent domination in graphs
In this paper we characterize the independent dominating sets in some graphs resulting from graph operations such as the corona, lexicographic product, and Cartesian product of graphs. Upper boundsExpand
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A short note on convexity and convex domination in G[Km]
A subset C of V (G), where G is a connected graph, is convex in G if for every pair of vertices x, y ∈ C, the vertex set of every x-y geodesic in G is contained in C. Moreover, if C is also aExpand
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On the equivalence of the \Phi-integral and the Henstock integral for TVS-valued functions
In this paper, we take another look at the definition of the Henstock integral of function with values in a topological vector space (TVS). It is known that for a Banach-valued function, theExpand
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Total restrained domination in products of graphs
In this paper we characterize the total restrained dominating sets in the join, corona, lexicographic product, cartesian product, and tensor product of two connected graphs. The corresponding upperExpand
Restrained domination in graphs under some binary operations
TLDR
We characterize the restrained dominating sets in the lexicographic product and cartesian product of two connected graphs. Expand
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