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Governmental combat of the dynamics of multiple competing terrorist organizations

机译:政府打击多个相互竞争的恐怖组织的动态

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摘要

Competition or warfare between terrorist organizations subject to government intervention is analyzed through time. Each terrorist organization consists of ideologues, criminal mercenaries, and captive participants, and may receive capital sponsoring. The three labors and capital are modeled with four differential equations. Intervention towards ideologue labor may limit capital sponsoring enabling growth of mercenary labor. Government intervention towards one terrorist organization may be akin to that terrorist organization facing more asymmetric competition from other terrorist organizations. Eliminating the disadvantaged terrorist organization may enable the other terrorist organizations to grow unboundedly. Intervening to eradicate multiple terrorist organizations simultaneously is challenging. Destroying the advantaged terrorist organization first may be beneficial since the disadvantaged organization gets less time to grow before its subsequent elimination. Intervention which annihilates two terrorist organizations in symmetric competition may fail when one organization faces asymmetric competition. The article illustrates various sequences of extinguishing terrorist organizations, how much to intervene, over which time periods to intervene, and where to intervene. (C) 2019 Published by Elsevier B.V. on behalf of International Association for Mathematics and Computers in Simulation (IMACS).
机译:通过时间分析了受政府干预的恐怖组织之间的竞争或战争。每个恐怖组织均由思想家,刑事雇佣军和俘虏参与者组成,并可能获得资金赞助。用四个微分方程对三个劳动力和资本进行建模。对思想工人的干预可能会限制资本赞助,从而促进雇佣军的增长。政府对一个恐怖组织的干预可能类似于该恐怖组织面临来自其他恐怖组织的更加不对称的竞争。消除处境不利的恐怖组织可能使其他恐怖组织得以无限增长。进行干预以同时消灭多个恐怖组织具有挑战性。首先销毁处于不利地位的恐怖组织可能是有益的,因为处于不利地位的组织在随后被消灭之前获得的成长时间更少。当一个组织面临不对称竞争时,摧毁两个恐怖组织在对称竞争中的干预可能会失败。这篇文章阐述了扑灭恐怖组织的各种顺序,干预的程度,干预的时间段以及干预的地点。 (C)2019由Elsevier B.V.代表国际数学和计算机模拟协会(IMACS)发行。

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