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AKCE International Journal of Graphs and Combinatorics Volume 14, 2017 - Issue 3

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Original Article

Connected minimum secure-dominating sets in gridsFootnote
Peer review under responsibility of Kalasalingam University.

Johnathan BarnettDepartment of Mathematics and Statistics, Auburn University, AL, 36849, USA

Adam BlumenthalDepartment of Mathematics and Statistics, Auburn University, AL, 36849, USA

Peter JohnsonDepartment of Mathematics and Statistics, Auburn University, AL, 36849, USA

Cadavious JonesDepartment of Mathematics and Computer Science, Alabama State University, AL, 36101, USACorrespondence[email protected] [email protected] [email protected] [email protected] [email protected] [email protected]

Ryan MatzkeDepartment of Mathematics and Computer Science, Gettysburg College, PA, 17325, USA

Egbert MujuniDepartment of Mathematics, University of , Dar es Salaam, Tanzania

Pages 216-223 | Received 24 Feb 2017, Accepted 06 Mar 2017, Published online: 10 Jun 2020

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https://doi.org/10.1016/j.akcej.2017.03.003
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References

GarthIsaacPeterJohnsonCalebPetrieInteger and fractional security in graphsDiscrete Appl. Math.160201220602062
Web of Science ®Google Scholar
PeterJohnsonCadaviousJonesSecure dominating sets in graphsV.R.KulliAdvances in Domination Theory II2013Vishwa International Publications19 ISBN 81-900205-6-0
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PeterJohnsonPeterSlaterMatthewWalshThe connected hub number and the connected domination numberNetworks582011171180
Web of Science ®Google Scholar
EgbertMujuniConnected dominating set problem for hypercubes and grid graphiCASTOR J. Math. Sci.7220138189
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