Theory of the optimum running discrete approximation of band-limited signals and a consideration of the existence of supreme signal (画像工学)

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概要

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• In this paper, we present running-type discrete approximation of FIR filter bank that minimizes various worst-case measures of error, including long-range worst-case measures of error. We consider a set of signals having Fourier spectrums expressed by Fourier series with many but finite terms. We show that a subset of this set of signals satisfies two conditions of the optimum interpolation approximation. Further, we present a consideration of the existence of the supreme signal.

• 社団法人電子情報通信学会の論文
• 2008-02-11

著者

• Kida Takuro

  Dept. Of E.e. Eng. Nihon University

• Kida Yuichi

  School Of Pharmaceutical Sciences Ohu University

• Kida Takuro

  Dept. Of E.e. Eng Nihon University

• Kida Takuro

  Dept. Of E. E. Eng. Nihon University

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