The optimum multi-dimensional discrete signal estimation of a slightly non-linear filter bank and its application to environmental preserving (画像工学)

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概要

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• Firstly, we present the optimum interpolation approximation for multidimensional vector signals. The presented approximation minimizes various worst-case measures of error of approximation simultaneously. Secondly, we consider a set of restricted multidimensional vector signals that all elements of the corresponding spectrum vector are separable-variable functions and we present the optimum interpolation approximation for the set of signals. Finally, by putting variables of the vector signals to be identical with each other, we present the optimum interpolation approximation of a generalized filter bank having generalized non-linear analysis filters. Finally, we present an application to environmental preserving problem.

• 社団法人電子情報通信学会の論文
• 2009-11-30

著者

• KIDA Yuichi

  the School of Pharmaceutical Sciences, Ohu University

• KIDA Takuro

  Tokyo Institute of Technology

• Kida Yuichi

  The School Of Pharmaceutical Sciences Ohu University

• Kida Takuro

  Tokyo Insititute Of Technol. Tokyo

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