Restricted Power Domination and Fault-Tolerant Power Domination on Grids
Kung-Jui Pai, Jou-Ming Chang, Yue-Li Wang
Discrete Applied Mathematics, Vol. 158, (2010) pp. 1079-1089.

The above article has been cited by the articles listed below.
  1. Chung-Shou Liao, D. T. Lee, Power domination in circular-arc graphs, Algorithmica 65 (2013) 443-466. (*)

  2. Cristina Alcaraz, Estefania Etcheves Miciolino, Stephen Wolthusen Structural controllability of networks for non-interactive adversarial vertex removal, International Workshop on Critical Information Infrastructures Security, (CRITIS 2013), Lecture Notes in Computer Science, vol 832, pp. 120-132. (*)

  3. Kuo-Hua Kao, Jou-Ming Chang, Yue-Li Wang, Shuo-Hong Xu, Justie Su-Tzu Juan Power Domination in Honeycomb Meshes, Journal of Information Science and Engineering 29 (2013) pp. 1249-1263. (*)

  4. Khiabani, Vahidhossein Multi-objective optimal phasor measurement units placement in power systems, Ph.D. Dissertation, Industrial & Manufacturing Engineering, North Dakota State University, 2013.

  5. Cristina Alcaraz, Stephen Wolthusen, Recovery of structural controllability for control systems, International Conference on Critical Infrastructure Protection, (ICCIP 2014), IFIP Advances in Information and Communication Technology, vol 441, pp. 47-63. (*)

  6. Bader Alwasel, Approximation of Controllability Graphs via Power Dominating Set, Ph.D. Dissertation, School of Mathematics and Information Security Royal Holloway, University of London, 2016.

  7. Logan A. Smith, Illya V. Hicks, Optimal sensor placement in power grids: power domination, set covering, and the neighborhoods of zero forcing forts, arXiv:2006.03460v1 [cs.DS] 4 Jun 2020.

  8. Stephen T. Hedetniemi, Alice A. McRae, Raghuveer Mohan, Algorithms and complexity of power domination in graphs, In: Haynes T.W., Hedetniemi S.T., Henning M.A. (eds) Structures of Domination in Graphs. Developments in Mathematics, vol 66. Springer, Cham. pp. 461-484.

  9. Logan A. Smith, Illya V. Hicks, New computational approaches for the power dominating set problem: Set covering and the neighborhoods of zero forcing forts, Networks 79 (2022) 202-219. (*)

  10. S. Prabhu, S. Deepa, M. Arulperumjothi, Liliek Susilowati, Jia-Bao Liu, Resolving-power domination number of probabilistic neural networks, Journal of Intelligent & Fuzzy Systems 43(5) (2022) 6253-6263. (*)

  11. Beth Bjorkman, Esther Conrad, Introduction to robust power domination, arXiv:2305.13430 [math.CO]

  12. Beth Bjorkman, Esther Conrad, Mary Flagg, An introduction to PMU-defect-robust power domination: bounds, bipartites, and block graphs, arXiv:2312.07377 [math.CO]

  13. Beth Bjorkman, Zachary Brennan, Mary Flagg, Johnathan Koch, Power domination with random sensor failure, arXiv:2312.12259 [math.CO]

  14. Joseph S. Alameda, Leaky forcing: a new variation of zero forcing, Australasian Journal of Combinatorics 88(3) (2024) 308-326. (*)

  15. Lakshmi Girish, Kanagasabapathi Somasundaram Bound for the k-fault-tolerant power-domination number, Symmetry 16(7) (2024) 781. (*)

Times cited: 8 (from Web of Science)