具有特殊相关性质的离散信号的形成

A. Kuznetsov, Oleksii Smirnov, Yuliya Zaicenko, O. Oleshko, Mykola Pastukhov, K. Kuznetsova
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引用次数: 0

摘要

本文考虑了群码,并从分解成非重叠周期轨道的角度研究了它们的结构特性。提出了一种用多级相关函数形成离散信号大系综的方法。离散信号的形成是基于群码非零周期轨道的切割。研究表明,该方法对一些已知的离散信号(亚正交序列和金码)进行了一般化,并且可以合成具有多级相关函数的二值序列。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Formation of Discrete Signals with Special Correlation Properties
The work considers group codes and investigates their structural properties from the viewpoint of decomposing them into non-overlapping cyclical orbits. A method of forming big ensembles of discrete signals with a multi-level correlation function is suggested. The formation of discrete signals is based on cuts of group code non-zero cyclical orbits. The work shows that the suggested method generalizes some discrete signals known before (suborthogonal sequences and Gold codes) and generally allows to synthesize binary sequences with a multi-level correlation function.
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