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m – connected Pancyclic graphs whose  - sets induce m – connected Pancyclic subgraphs of G

M. Yamuna, N. Sridharan, N. Manorama

Abstract


In this paper we show that for a given integer m  2, we can construct a m – connected, Pancyclic graph G whose every minimum dominating set induces a m – connected, Pancyclic subgraph of G.

Keywords


m – connected, Pancyclic graph, dominating set.

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