Kida Takuro | Department Of Ee Eng. Nihon University

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• 同名の論文著者
• Department Of Ee Eng. Nihon Universityの論文著者

関連著者

• Kida Takuro

  Department Of Ee Eng. Nihon University

• Kida Takuro

  Department Of Ee Nihon University

• Kida Takuro

  Department of Electrical and Electronics Engineering Nihon University

• Kida Yuichi

  School Of Pharmaceutical Sciences Ohu University

• 木田 拓郎

  Department Of Electrical And Electronics Engineering Nihon University

• Kida Yuichi

  Guest Res. Department Of Electrical And Electronics Engineering Nihon University

• Kida Yuichi

  Systems Development Laboratory Hitachi Ltd.

• Kida Yuichi

  Guest Res., Department of Electrical and Electronics Engineering Nihon University

• KIDA Yuichi

  School of Pharmaceutical Sciences, Ohu University

• Kida Yuichi

  Department Of Information Processing Interdisciplinary Graduate School Of Science And Engineering To

• KIDA Takuro

  Department of Electrical and Electronics Engineering, Nihon University

• Kida Y

  Nihon Univ. Koriyama‐shi Jpn

• Kida Takuro

  Tokyo Insititute Of Technol. Tokyo

• Kida Yuichi

  Ohu Univ. Koriyama‐shi

• Kida Yuichi

  Department Of Information Processing Interdisciplinary Graduate School Of Science And Engineering To

• Kobayashi Tsutomu

  Depariment Of Anatomy Faculty Of Medicine Toho University

• Kida Takuro

  Department Of Information Processing Interdisciplinary Graduate School Of Science And Engineering To

• Tai Hidekazu

  Department Of Electrical And Electronic Engineering College Of Engineering Nihon University

• Kida Takuro

  Department of Electrical and Electronic Engineering, College of Engineering, Nihon University, Nakagawara 1, Tokusada, Tamura-machi, Koriyama 963-8642, Japan

• 木田 雄一

  Systems Development Laboratory Hitachi Ltd.

• Seki Jyouji

  Department of Electrical and Electronic Engineering, College of Engineering, Nihon University, Nakagawara 1, Tokusada, Tamura-machi, Koriyama 963-8642, Japan

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著作論文

• THE FIR FILTER BANK WITH GIVEN ANALYSIS FILTERS THAT MINIMIZES VARIOUS WORST-CASE MEASURES OF ERROR AT THE SAME TIME
• THE FIR FILTER BANK WITH GIVEN ANALYSIS FILTERS THAT MINIMIZES VARIOUS WORST-CASE MEASURES OF ERROR AT THE SAME TIME
• THE FIR FILTER BANK WITH GIVEN ANALYSIS FILTERS THAT MINIMIZES VARIOUS WORST-CASE MEASURES OF ERROR AT THE SAME TIME
• NECESSARY AND SUFFICIENT CONDITION FOR GENERALIZED OPTIMUM APPROXIMATION OF BAND-LIMITED SIGNALS
• NECESSARY AND SUFFICIENT CONDITION FOR GENERALIZED OPTIMUM APPROXIMATION OF BAND-LIMITED SIGNALS
• NECESSARY AND SUFFICIENT CONDITION FOR GENERALIZED OPTIMUM APPROXIMATION OF BAND-LIMITED SIGNALS
• Theory of the Optimum Interpolation Approximation in a Shift-Invariant Wavelet and Scaling Subspace(Digital Signal Processing)
• A-4-29 An Example of Set of Signals Providing Kida's Best Interpolation Approximation of Band-Limited Signals(A-4. 信号処理, 基礎・境界)
• SEVERAL APPROACHES TO THE OPTIMUM DISCRETE APPROXIMATION OF FIR FILTER BANKS
• A FAST CALCULATION METHOD OF THE OPTIMUM RUNNING INTERPOLATION OF VECTOR SIGNALS ON MULTI-DIMENSIONAL FIR FILTER BANKS(INTERNATIONAL Workshop on Advanced Image Technology 2008)
• A-4-10 On the optimum running-type approximation for time-limited worst-case measures of error
• A-4-9 A Numerical Solution of the Linear Partial Differential Equation Based on the Optimum Interpolation Approximation
• A-4-35 A PROOF OF OPTIMALITY OF KIDA'S RUNNING-TYPE APPROXIMATION FOR TIME-LIMITED SIGNALS
• A-1-2 The Best Approximation Minimizing Square Norm of Error
• SEVERAL APPROACHES TO THE OPTIMUM DISCRETE APPROXIMATION OF FIR FILTER BANKS
• THEORY OF THE GENERALIZED INTERPOLATION OF APPROXIMATELY BAND-LIMITED SIGNALS
• SEVERAL APPROACHES TO THE OPTIMUM DISCRETE APPROXIMATION OF FIR FILTER BANKS
• A-1-1 Running-type optimum approximation based on fixed-point theorem
• THE OPTIMUM DISCRETE APPROXIMATION OF NON-UNIFORM FIR FILTER BANKS
• The Optimum Discrete Approximation of Band-Limited Signals without Necessity of Combining the Set of the Corresponding Approximation Errors
• THE OPTIMUM DISCRETE APPROXIMATION OF NON-UNIFORM FIR FILTER BANKS
• The Optimum Discrete Approximation of Band-Limited Signals with an Application to Signal Processing on Internet
• Study of discrete interpolation approximation that has the optimum property in arbitrary long but limited time interval
• THE OPTIMUM RUNNING APPROXIMATION OF FIR FILTER BANK AND ITS APPLICATION TO MULTICAST EMERGENCY SYSTEM(INTERNATIONAL Workshop on Advanced Image Technology 2008)
• Vibration-Type Viscometer Using a Triangular Bimorph Transducer —Measurement of High Viscosity by Low-Frequency Operation—

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