The purpose of this paper is to investigate properties of traveling wave fronts for three species Lotka–Volterra system: the asymptotic behavior and uniqueness. Applying the Ikehara’s theorem, we determine the exponential rates of traveling wave fronts at the negative infinity. We further investigate the uniqueness of traveling wave fronts with the help of the sliding method.

中文翻译：

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三种Lotka-Volterra系统的行波面性质。

本文的目的是研究三种Lotka–Volterra系统的行波波前特性：渐近行为和唯一性。应用池原定理，我们确定负无穷大处行波前的指数速率。我们将借助滑动方法进一步研究行波阵面的独特性。