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On Non-Zero Component Graph of Vector Sp...
Das, Angsuman...
On Non-Zero Component Graph of Vector Spaces over Finite Fields by Das, Angsuman ( Author )
N.A
06-10-2015
In this paper, we study non-zero component graph Γ(V) on a finite dimensional vector space V over a finite field F. We show that the graph is Hamiltonian and not Eulerian. We also characterize the maximal cliques in Γ(V) and show that there exists two classes of maximal cliques in Γ(V). We also find the exact clique number of Γ(V) for some particular cases. Moreover, we provide some results on size, edge-connectivity and chromatic number of Γ(V).
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https://arxiv.org/abs/1510.02046
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