KIDA Yuichi | the School of Pharmaceutical Sciences, Ohu University
スポンサーリンク
概要
関連著者
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KIDA Yuichi
the School of Pharmaceutical Sciences, Ohu University
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Kida Yuichi
The School Of Pharmaceutical Sciences Ohu University
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KIDA Takuro
Tokyo Institute of Technology
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Kida Takuro
Tokyo Insititute Of Technol. Tokyo
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Kida Takuro
Tokyo Institute Of Technology Nihon University
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Kida Takuro
Dept. Of E.e. Eng. Nihon University
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Kida Takuro
Dept. Of E.e. Eng Nihon University
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Kida Takuro
Dept. Of E. E. Eng. Nihon University
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Kida Takuro
Nihon Univ. Fukushima‐ken Jpn
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Kida Takuro
Tokyo Institute Of Technology:nihon University
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Kida Yuichi
Ohu Univ. Fukushima‐ken Jpn
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Kida Takuro
Tokyo Insititute Of Technology
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Kida Takuro
The School of Pharmaceutical Sciences, Ohu University
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Kida Takuro
The School Of Pharmaceutical Sciences Ohu University
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Kida Takuro
Tokyo Institute of Technology, Nihon University
著作論文
- The optimum discrete running approximation of multi-dimensional signals having small side-lobes (コミュニケーションクオリティ)
- The optimum multi-dimensional discrete signal estimation of a slightly non-linear filter bank and its application to environmental preserving (画像工学)
- The optimum multi-dimensional discrete signal estimation of a slightly non-linear filter bank and its application to environmental preserving (通信方式)
- A systematic consideration of discrete approximation of a class of approximately band-limited signals by FIR filter bank (無線通信システム)
- A simple proof of the optimality of the running approximation in FIR filter banks (無線通信システム)
- Theory of the optimum approximation of vector signals and its application to multiple-input multiple-output/space division multiplexing (ITS研究会 ITS情報処理システム、一般)
- Discrete sub-band systems realizing simultaneous-minimization of various measures of transmission error (ワイドバンドシステム)
- The optimum multi-dimensional discrete signal estimation ofa slightly non-linear filter bank and its application to environmental preserving (放送技術)
- B-5-9 Simple Set of Signals Providing Kidas' Optimum Approximation of Band-Limited Signals With Small Side-Lobes
- The optimum running approximation of piecewise analytic time-limited signals that is realized by FIR filter bank (ワイドバンドシステム)
- The optimum multi-dimensional discrete signal estimation of a slightly non-linear filter bank and its application to environmental preserving
- Theory of the optimum approximation of vector signals based on multi-input multi-output filter banks (無線通信システム)