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Hybrid multi-polarity arithmetic??Walsh transform

机译:混合多极性算法-沃尔什变换

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摘要

A novel combined multi-polarity arithmetic-Walsh transform is introduced in which recursive relationships between higher and lower matrix orders of hybrid multi-polarity arithmetic-Walsh transform are developed. The new multi-polarity transform has a structure similar to that of the multi-polarity Walsh and multi-polarity arithmetic transform matrices, so it combines the computational advantages of these two transforms and has similar fast forward and inverse transforms based on recursive Kronecker product equations. The arithmetic-Walsh spectral transform decision diagram is also developed
机译:提出了一种新颖的组合多极性算术-沃尔什变换,建立了混合多极性算术-沃尔什变换上下矩阵阶之间的递归关系。新的多极性变换具有与多极性Walsh和多极性算术变换矩阵相似的结构,因此它结合了这两个变换的计算优势,并且基于递归Kronecker积方程具有相似的快进和逆变换。还开发了算术-沃尔什光谱变换决策图

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