81
Views
20
CrossRef citations to date
0
Altmetric
Theoretical Paper

The Lanchester (n, 1) problem

, &
Pages 1399-1407 | Received 01 Sep 2003, Accepted 01 Oct 2004, Published online: 21 Dec 2017

Keep up to date with the latest research on this topic with citation updates for this article.

Read on this site (4)

Alexander C. Kalloniatis, Keeley Hoek, Mathew Zuparic & Markus Brede. (2021) Optimising structure in a networked Lanchester model for fires and manoeuvre in warfare. Journal of the Operational Research Society 72:8, pages 1863-1878.
Read now
Donghyun Kim, Hyungil Moon, Donghyun Park & Hayong Shin. (2017) An efficient approximate solution for stochastic Lanchester models. Journal of the Operational Research Society 68:11, pages 1470-1481.
Read now
P L Liu, H K Sun & Y T You. (2012) Some comments on MacKay's Lanchester mixed forces model. Journal of the Operational Research Society 63:11, pages 1631-1633.
Read now
N J MacKay. (2009) Lanchester models for mixed forces with semi-dynamical target allocation. Journal of the Operational Research Society 60:10, pages 1421-1427.
Read now

Articles from other publishers (16)

Jong-Hyeon Hwang & Dong-Hyung Lee. (2023) Reallocation of Force in the Lanchester (3,3) Combat Model. Journal of Society of Korea Industrial and Systems Engineering 46:4, pages 263-271.
Crossref
Yunzheng Liu, Xiran Zhang, Hongfeng Du, Gege Wang & Dexian Zeng. (2022) Construction and Simulation of Lanchester Battle Equations Based on Space-based Information Support. Journal of Physics: Conference Series 2384:1, pages 012011.
Crossref
Jeongtaek Oh & Jungmok Ma. (2021) Analysis of the Effectiveness of Reserve Force in Defensive Operations Based on Lanchester Square Attrition Model. Journal of the Korean Institute of Industrial Engineers 47:5, pages 414-420.
Crossref
Donghyun Park, Donghyun Kim, Hyungil Moon & Hayong Shin. (2016) Gaussian Approximation of Stochastic Lanchester Model for Heterogeneous Forces. Journal of Korean Institute of Industrial Engineers 42:2, pages 86-95.
Crossref
백승원 & 조성식. (2016) Optimization of Engagement Strategy for Counterfire warfare using Heuristic Algorithm. Korean Journal of Military Art and Science 72:1, pages 249-264.
Crossref
Xiangyong Chen, Jinde Cao, Jianlong Qiu, Yuanwei Jing, Liuqing Yang & Bochao Zheng. (2015) Optimal control of a class of warfare dynamic systems based on Lanchester (2,2) attrition model. Optimal control of a class of warfare dynamic systems based on Lanchester (2,2) attrition model.
Kyle Y. Lin & Niall J. MacKay. (2014) The optimal policy for the one-against-many heterogeneous Lanchester model. Operations Research Letters 42:6-7, pages 473-477.
Crossref
Xiangyong Chen & Ancai Zhang. (2014) Modeling and Optimal Control of a Class of Warfare Hybrid Dynamic Systems Based on Lanchester Attrition Model . Mathematical Problems in Engineering 2014, pages 1-7.
Crossref
Seung-Won Baik & Sung-Pil Hong. (2013) A Pragmatic Method on Multi-Weapon Lanchester's Law. Journal of the Korean Operations Research and Management Science Society 38:4, pages 1-9.
Crossref
Seung-Won Baik. (2013) A Raid-Type War-Game Model Based on a Discrete Multi-Weapon Lanchester's Law. Management Science and Financial Engineering 19:2, pages 31-36.
Crossref
Jussi Kangaspunta, Juuso Liesiö & Ahti Salo. (2012) Cost-efficiency analysis of weapon system portfolios. European Journal of Operational Research 223:1, pages 264-275.
Crossref
Eduardo González & Marcelo J. Villena. (2011) Spatial attrition modeling: Stability conditions for a FD formulation . Computers & Mathematics with Applications 61:11, pages 3246-3257.
Crossref
Eduardo González & Marcelo Villena. (2011) Spatial Lanchester models. European Journal of Operational Research 210:3, pages 706-715.
Crossref
Shi-hui Wu & Jian-jun Yang. (2009) Optimal military strength allocation for campaign between single-kind arms and multi-kind arms. Optimal military strength allocation for campaign between single-kind arms and multi-kind arms.
P.S. Sheeba & Debasish Ghose. (2008) Optimal resource allocation and redistribution strategy in military conflicts with Lanchester square law attrition. Naval Research Logistics (NRL) 55:6, pages 581-591.
Crossref
P.S. Sheeba & D. Ghose. (2008) Optimal resource allocation in conflicts with the Lanchester linear law (2,1) model. Optimal resource allocation in conflicts with the Lanchester linear law (2,1) model.

Reprints and Corporate Permissions

Please note: Selecting permissions does not provide access to the full text of the article, please see our help page How do I view content?

To request a reprint or corporate permissions for this article, please click on the relevant link below:

Academic Permissions

Please note: Selecting permissions does not provide access to the full text of the article, please see our help page How do I view content?

Obtain permissions instantly via Rightslink by clicking on the button below:

If you are unable to obtain permissions via Rightslink, please complete and submit this Permissions form. For more information, please visit our Permissions help page.