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Orthogonal multi-wavelets from matrix factorization

机译:矩阵分解的正交多小波

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摘要

Accuracy of the scaling function is very crucial in wavelet theory, or correspondingly, in the study of wavelet filter banks. We are mainly interested in vector-valued filter banks having matrix factorization and indicate how to choose block central symmetric matrices to construct multi-wavelets with suitable accuracy.
机译:在小波理论中或相应地,在小波滤波器组的研究中,缩放函数的准确性非常关键。我们主要对具有矩阵分解的矢量值滤波器组感兴趣,并指出如何选择块中心对称矩阵来构建具有适当精度的多小波。

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