Abstract
A simple connected graph G is said to be a self-centered graph if every vertex has the same eccentricity. Tensor product of self-centered graphs may not be a self-centered graph. In this paper we study self-centeredness property of tensor product of cycles with themselves and other graphs, complete graphs with themselvesand other self-centered graphs, wheel graphs with themselves and other self-centered graphs, and square of cycles with themselves.
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