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A class of singularly perturbed delayed boundary value problem in the critical case

机译:临界情况下的一类奇摄动时滞边值问题

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摘要

Based on the boundary layer function method, a class of generalized high-dimensional delayed systems in the critical case is studied. In the framework of this paper, we not only construct the asymptotic expansion of the solution for the original equation but also give the proof of the uniformly valid asymptotic expansion. Meanwhile, we give an example to demonstrate our result.
机译:基于边界层函数法,研究了临界情况下的一类广义高维时滞系统。在本文的框架中,我们不仅构造了原始方程解的渐近展开,而且给出了一致有效渐近展开的证明。同时,我们举一个例子来证明我们的结果。

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