Asymptotic properties of solutions of a Lanchester-type model

Takahiro Ito, T. Ogiwara, H. Usami
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Abstract

An ordinary differential system referred to as Lanchester-type model is studied. Asymptotic properties of solutions for such systems are considered. In particular, we examine how the limit of the solution as time tends to the infinity varies according to the initial data and we find asymptotic form of solutions that decay to (0,0) . Mathematics subject classification (2010): 34C11, 35E10.
一类lanchester型模型解的渐近性质
研究了一种常微分系统,即兰彻斯特型模型。研究了这类系统解的渐近性质。特别地,我们研究了解的极限如何随着时间趋于无穷而根据初始数据变化,我们找到了衰减到(0,0)的解的渐近形式。数学学科分类(2010):34C11, 35E10。
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