矩形窗函数是傅立叶变换中的一个典型信号，它在信号频谱理论中占有重要地位。
The single rectangular pulse is a typical signal in Fourier transform, which plays an important role in signal spectrum theory.
本文主要利用概率论和频谱理论的方法对带记忆的非线性组合生成器的相关性进行了研究。
In this paper, we study the correlation properties with the theory of probability and spectrum for non-linear combiners with memory.
本文综合运用概率论、代数学、逻辑函数频谱理论等方面的知识，对多输出函数的有关性质与构造进行了研究。
Using the theories of probability, algebra and spectral theory comprehensively, the dissertation investigates the properties and constructions of multi-output functions.
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