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대한산업공학회지 = Journal of the Korean Institute of Industrial Engineers, v.44 no.3, 2018년, pp.198 - 205
황종현 (연세대학교 산업공학과) , 최용호 (연세대학교 산업공학과) , 박성현 (연세대학교 산업공학과) , 이영훈 (연세대학교 산업공학과)
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We address the problem decision-making in conflicts based on Lanchester square law attrition (2, 2) model where some stationed defensive forces needs to be moved optimally. We consider a resource reallocation scheme called the Time Zero Support of Military force (TZSM) strategy, where support is all...
Deitchman, S. J. (1962), Lanchester model of guerrilla warfare, Operations Research, 10(6), 818-827.
Jing, Y., Zhang, S., and Dimirovski, G. M. (2017), Complexity of warfare command, communication and control systems simplified : Optimal resource partitioning via Lanchester equations, In : Smart Technologies, IEEE EUROCON 2017-17th International Conference on, IEEE, 611-617.
Kaup, G. T., D. J. Kaup, and N. M. Finkelstein (2005), The Lanchester (n, 1) problem, Journal of the Operational Research Society, 56(12), 1399-1407.
Kress, M., Caulkins, J. P., Feichtinger, G., Grass, D., and Seidl, A. (2018), Lanchester model for three-way combat, European Journal of Operational Research, 264(1), 46-54.
Krichman, M., Ghose, D., Speyer, J. L., and Shamma, J. S. (2001), Theater level campaign resource allocation, In American Control Conference, Proceedings of the 2001, IEEE, 6, 4716-4721.
Roberts, D. M. and B. W. Conolly (1992), An extension of the Lanchester square law to inhomogeneous forces with an application to force allocation methodology, Journal of the Operational Research Society, 43(8), 741-752.
Baek, S. W. and Hong, S. P. (2013), A Pragmatic Method on Multi-Weapon Lanchesters Law, Journal of the Korean Operations Research and Management Scienve Society, 38(4), 1-9.
Sheeba, P. S. and Ghose, D. (2006), Optimal resource partitioning in conflicts based on Lanchester (n, 1) attrition model, 2006 American Control Conference, IEEE.
Sheeba, P. S. and Ghose, D. (2008), Optimal resource allocation and redistribution strategy in military conflicts with Lanchester square law attrition, Naval Research Logistics (NRL), 55(6), 581-591.
Wu, S. and Yang, J. (2009), Optimal military strength allocation for campaign between single-kind arms and multi-kind arms, 2009 International Conference on Management Science and Engineering, IEEE.
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