STUDY OF ASYMPTOTIC SOLUTIONS OF SYSTEMS OF SINGULARLY PERTURBED DIFFERENTIAL EQUATIONS WITH TURNING POINTS

IF 0.1
V. Sobchuk, I. O. Zelenska
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Abstract

We study a system with a small parameter at the highest derivatives. Using model operator Airy–Langer for defined regular function. Received the conditions of construction an uniform asymptotic solution for a given system.
带拐点奇摄动微分方程系统渐近解的研究
我们研究了一个在最高导数处具有小参数的系统。使用模型算子Airy-Langer定义正则函数。得到了给定系统一致渐近解的构造条件。
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