1、

This model utilizes discrete sampling points as input directly, and convolution sum to deal with time accumulation process.

该模型以离散样本作为直接输入,采用卷积和算法实现对时间累积效应的处理。

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2、

By computer simulation with convolution sum of FIR digital filter, the results show that the model is the same as traditional binary coding arithmetic, which can be used in chaotic signal processing systems. operation of the genetic algorithm;

最后通过FIR数字滤波器卷积操作的计算机数值仿真,结果表明采用这些方法运算得到的结果与传统二进制算术编码算法完全等效,可应用于混沌信号处理系统。

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3、

Gives a fast border-deciding method for the two-dimensional linear discrete convolution. The convolution sum formula and its exact upper and lower borders of ten regions in the two-dimensional plane are also given.

导出了二维离散线性卷积的快速定限求解方法给出了在二维平面的十个区域中卷积的简便求和公式及卷积的上下限精确表达式。

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4、

General Mathematic Approach of Linear Convolution Integral and/ or Sum of Two Finite Length Signals

有限长信号线性卷积计算的统一数学方法

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