SECURE MONOPHONIC DOMINATION NUMBER OF PRODUCT OF GRAPHS
Abstract
Keywords
References
- [1] Arul Paul Sudhahar, P., Mohammed Abdul Khayyoom, M. and Sadiquali, A., (2016), Connected Edge Monophonic Domination number of a Graph, International Journal of Computer Applications, 145(12), pp. 18-21.
- [2] Arul paul Sudhahar, P. and Jebi, W., (2024), Monophonic domination polynomial of the path graph, Notes on Number theory and Discrete Mathematics, 30(4), pp. 787-796.
- [3] Buckley, F. and Harary, F., (1990), Distance in Graph, Addition-Wesley-Wood City, CA.
- [4] Carmelito E. Go and Sergio R. Canoy, (2011), Domination in the Corona and Join of Graphs, International Mathematical Forum, 6(16), pp. 763-771.
- [5] Cockayne, E. J., Favaron, O. and Mynhardt, C. M., (2003), Secure Domination, Weak Roman Domination and forbidden subgraph, Bulletin of the Institute of Combinatorics and its Applications, 39, pp. 87-100.
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- [7] Enrico L. Enriquez and Evelyn Samper-Enriquez, (2019), Convex Secure Domination in the join and cartesian product of graphs, Journal of Global Research in Mathematical Archives, ISSN 2320-5822, 6, pp. 1-7.
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Details
Primary Language
English
Subjects
Combinatorics and Discrete Mathematics (Excl. Physical Combinatorics)
Journal Section
Research Article
Authors
K. Sunitha
This is me
0009-0003-1485-9385
India
D. Josephine Divya
*
This is me
0009-0001-8864-477X
India
Publication Date
August 7, 2026
Submission Date
November 20, 2025
Acceptance Date
May 12, 2026
Published in Issue
Year 2026 Volume: 16 Number: 8