An algebraic explanation for Maximum Decision

Feixiang Cheng, Shulin Zhang, Lenan Wu
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引用次数: 0

Abstract

One of the aims of communication is to increase the data rate. However, frequency resources are scare and valuable for wireless communication systems. How to use frequency resources efficiently is a significant area which needs the attentions of researchers. Ultra Narrow Band (UNB) has attracted wide attentions since it was proposed. M-ary Position Phase Shift Keying (MPPSK) is one of the UNB modulation modes. The differences in phases of the MPPSK modulated waveform can be transformed into the peaks of the amplitudes through the Impacting Filter. Maximum Decision is selected as the decision module of the MPPSK demodulator which needs to search the position where the response of the Impacting Filter has a maximum value. As a novel viewing angle, this paper will provide a mathematic explanation for Maximum Decision and prove its validity.
最大决策的代数解释
通信的目的之一是提高数据速率。然而,对于无线通信系统来说,频率资源是非常宝贵的。如何有效地利用频率资源是一个值得研究的重要领域。超窄带(UNB)自提出以来引起了广泛的关注。位置相移键控(MPPSK)是UNB调制方式之一。MPPSK调制波形的相位差异可以通过冲击滤波器转化为振幅的峰值。选择Maximum Decision作为MPPSK解调器的决策模块,该模块需要搜索冲击滤波器响应最大的位置。作为一种新的视角,本文给出了最大决策的数学解释,并证明了其有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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