基于并元(dyadic)加性群与离散的Walsh函数特性
本文提出了一种较简便的离散信号时域处理方法。这个方法可以用来压缩数据或者进行Walsh梳状滤波。本文也初步提出了有关并元加性群与离散Walsh函数之间的一些内在联系。
Based on the dyadic additive group and the properties of discrete Walsh function
a simple and effective method for processing a discrete signal in time domain is presented. This process may be applied in data compression or Walsh comb filtering. A preliminary description is put forward on the relationship between the dyadic additive group and discrete Walsh function.
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