Dr. Koichi Ichige Profile

Dr. Koichi Ichige

at Yokohama National Univ

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Proceedings Article | 13 November 2003 Paper

Multiwavelet-like bases for high-quality image interpolation

Koichi Ichige, Thierry Blu, Michael Unser

Proceedings Volume 5207, (2003) https://doi.org/10.1117/12.505532

KEYWORDS: Image interpolation, Image quality, Optical filters, Finite impulse response filters, Digital imaging, Electronic filtering, Signal processing, Linear filtering, Wavelets, Digital signal processing

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We present a simple but generalized interpolation method for digital images that uses multiwavelet-like basis functions. Most of interpolation methods uses only one symmetric basis function; for example, standard and shifted piecewise-linear interpolations use the "hat" function only. The proposed method uses q different multiwavelet-like basis functions. The basis functions can be dissymmetric but should preserve the "partition of unity" property for high-quality signal interpolation. The scheme of decomposition and reconstruction of signals by the proposed basis functions can be implemented in a filterbank form using separable IIR implementation. An important property of the proposed scheme is that the prefilters for decomposition can be implemented by FIR filters. Recall that the shifted-linear interpolation requires IIR prefiltering, but we find a new configuration which reaches almost the same quality with the shifted-linear interpolation, while requiring FIR prefiltering only. Moreover, the present basis functions can be explicitly formulated in time-domain, although most of (multi-)wavelets don’t have a time-domain formula. We specify an optimum configuration of interpolation parameters for image interpolation, and validate the proposed method by computing PSNR of the difference between multi-rotated images and their original version.

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