Yamada I | Tokyo Inst. Of Technol. Tokyo Jpn
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概要
関連著者
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Yamada I
Tokyo Inst. Of Technol. Tokyo Jpn
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山田 勲
千葉大理
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Yamada I
Dept. Of Communications & Integrated Systems Tokyo Institute Of Technology
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Yamada I
Himeji Inst. Of Technol. Hyogo Jpn
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Hasegawa H
Dept. Of Electrical Engineering & Computer Science Nagoya University
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Sakaniwa Kohichi
Tokyo Inst. Of Technol. Tokyo Jpn
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Sakaniwa Kohichi
The Dept. Of Electrical And Electronic Eng. Tokyo Institute Of Technology
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Sakaniwa K
Dept. Of Communications & Integrated Systems Tokyo Institute Of Technology
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山田 勲
Department Of Physics Faculty Of Science Chiba University
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HASEGAWA Hiroshi
Dept. of Electrical Engineering & Computer Science, Nagoya University
著作論文
- An Edge-Preserving Super-Precision for Simultaneous Enhancement of Spacial and Grayscale Resolutions
- An Iterative MPEG Super-Resolution with an Outer Approximation of Framewise Quantization Constraint(Image)
- Discrete Time-Frequency Projection Filtering Based on an Alias-Free Discrete Time-Frequency Analysis(Digital Signal Processing)
- A Truncated Polynomial Interpolation and Its Application to Polynomially WLS Design of IIR Filters(Digital Signal Processing)
- Discrete Time-Frequency Projection Filtering based on an Alias-Free Discrete Time-Frequency Analysis (第6回ネットワークシンポジウム講演論文集)
- A Higher Order Generalization of an Alias-Free Discrete Time-Frequency Analysis(Special Section on Digital Signal Processing)
- A Truncated polynomial interpolation theorem and Its Application to the WLS Design of IIR Filters (第5回〔東京工業大学〕ネットワークシンポジウム講演論文集)
- A higher order generalization of an alias-free discrete time-frequency analysis
- A truncated polynomial interpolation theorem and its application to the WLS design of IIR filters
- A Design of Near Perfect Reconstruction Linear-Phase QMF Banks Based on Hybrid Steepest Descent Method(Special Section on Digital Signal Processing)