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SIAM Rev. 44, pp. 74-92 (19 pages)
Convergence, Oscillations, and Chaos in a Discrete Model of Combat
A piecewise smooth mapping of the three-dimensional Euclidean space is derived from a discrete-time model of combat. The mathematical analysis of this mapping focuses on the effects of discontinuity caused by the defender's withdrawal strategy---a prime component of the original model. Both the asymptotics and the transient behavior are discussed, and all the behavior types noted in the title are established as possible outcomes.
© 2002 Society for Industrial and Applied Mathematics
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