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Simple Analytic Solutions to Complex Military Problems

Michael V. Finn

出版	Rand Corporation, 1985
URL	http://books.google.com.hk/books?id=5cTqAAAAMAAJ&hl=&source=gbs_api

註釋

This report documents in mathematically rigorous fashion seven models of recent military problems. These problems, for the most part independent of each other, range from optimum pattern size of a tactical munitions device to the most effective allocation of interceptors in a multilayered strategic defense. Other topics considered include a game theoretic solution of mixing between two offensive systems; the optimal deployment of missiles in a multiple aim point scheme with a symmetrical agreement limiting the number of warheads and, in the case of a fixed enemy threat, and algorithm for determining the cost-effectiveness of bomber aircraft penetrations aids; and the optimal number of short-range attack missiles on a bomber. In each case, careful logic promotes the powerful use of Elementary mathematics to produce and elegant solution to a rather complex. Keywords: Mathematical models; Military planning; Game theory; Intercept capability; Optimal bomber payload against mixed defenses; Equations; Charts. (Author).