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本文采用了刘永清教授建立的频率等价法，结合复变函数中的路歇（Ｒｏｕｃｈé） 定理， 建立了在第一临界情形下非整数滞后离散系统的稳定性．
In this paper, we use the frequency equivalence method established by Professor Liu Yongqing and the Rouché theorem in complex functions to establish the stability of non-integer lag discrete systems in the first critical case.