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48-58

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- Department of Mathematics, The M.D.T. Hindu College, Tirunelveli, Tamil Nadu, India

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- Department of Mathematics, The M.D.T. Hindu College, Tirunelveli, Tamil Nadu, India

References

- [1] J.A. Bondy and U.S.R. Murty, Graph Theory, Springer 2008.
- [2] I. Broere, E. Jonck, M. Voigt, The induced path number of a complete multipartite graph, Tatra. Mt. Math. Publi. 9 (1996) 83-88
- [3] G. Chartrand, J. Mc. Canna, N. Sherwani, J. Hashmi and M. Hosssain, The induced path number of bipartite graphs, Ars Combi. 37(1994) 191-208
- [4] Jun-Jie Pan and Gerard J. Chang, Induced-path partition on graphs with special blocks, Theoretical Computer Science 370 (2007) 121-130
- [5] Zhiquan Hu and HaoLi, Partition of a graph into cycles and vertices, Discrete Mathematics 307 (2007) 1436-1440
- [6] S.Y. Alsardary, The induced path number of the hypercube, Congr. Numer. 128 (1997) 5–18.
- [7] I. Broere, E. Jonck, M. Voigt, The induced path number of a complete multipartite graph, Tatra Mt. Math. Publ. 9 (1996) 83-88.
- [8] G. Chartrand, H.V. Kronk, C.E. Wall, The point arboricity of a graph. Israel J. Math. 6 (1968) 169-175.
- [9] R.G. Stanton, D.D. Cowan, L.O. James, Some results on path numbers, in: Proc. Louisiana Conference on Combin. Graph Theory and Computing, Baton Rouge 1970, pp. 112-135.
- [10] H.-O. Le, V.B. Le, H. M¨uller, Splitting a graph into disjoint induced paths or cycles, Discrete Appl. Math. 131 (2003) 199-212.

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bwmeta1.element.psjd-d3fd8623-c0a7-4e28-a9e2-4f4584450015