An Analysis of Cardinal Spline-Wavelets
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C.K. Chui; J.Z. Wang
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Article
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1993
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Elsevier Science
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English
โ 387 KB
The \(m\) th order cardinal \(B\)-spline-wavelet (or simply, \(B\)-wavelet) \(\psi_{m}\) is known to generate orthogonal decompositions of any function in \(L^{2}(-\infty, \infty)\). Since \(\psi_{m}\) is usually .considered as a bandpass filter, a wavelet series \(g=\sum c, \psi_{m}(\cdots)\) may b