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On the cross-correlation distributions between p-ary m-sequences and their decimated sequences

机译:关于p元m序列与其抽取序列之间的互相关分布

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For the past decades, maximal linear recursive sequences (m-sequences) have been studied by many researchers. M-sequences have ideal autocorrelation property, which is useful in various wireless communication systems. Some m-sequences have low cross-correlation values which is essential property for extensive application of code division multiple access (CDMA) of spread spectrum communication systems for multiple users. What is involved in study of m-sequences is to evaluate explicitly the values of the cross-correlation function between p-ary m-sequences and their decimated m-sequences by the decimation factor d. Generally, it is difficult to evaluate the distributions of cross-correlation values. However, when the decimation value d takes on some special values, the explicit evaluation of the cross-correlation function is possible. In this paper, we review the cross-correlation distributions of p-ary msequences and their decimated m-sequences for various d.
机译:在过去的几十年中,许多研究人员研究了最大线性递归序列(m序列)。 M序列具有理想的自相关属性,在各种无线通信系统中很有用。一些m序列具有低互相关值,这对于扩展频谱通信系统的码分多址(CDMA)对于多个用户的广泛应用是必不可少的。 m序列研究涉及的是,用抽取因子d明确评估pary m序列与其抽取的m序列之间的互相关函数的值。通常,难以评估互相关值的分布。但是,当抽取值d具有某些特殊值时,可以对互相关函数进行显式评估。在本文中,我们回顾了p序列的互相关分布及其在各种d下的抽取m序列。

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