Suehiro Naoki | Institute Of Engineering Mechanics And Systems University Of Tsukuba

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• 同名の論文著者
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関連著者

• Suehiro Naoki

  Institute Of Engineering Mechanics And Systems University Of Tsukuba

• Kuroyanagi N

  Tokyo Univ. Technol. Hachioji‐shi Jpn

• Kuroyanagi Noriyoshi

  Katayanagi Research Institute Tokyo University Of Technology

• Kuroyanagi Noriyoshi

  Faculty Of Engineering Chubu University

• Matsufuji Shinya

  Department Of Information Science Saga University

• SUEHIRO Naoki

  Graduate School of Systems and Information Engineering, University of Tsukuba

• Suehiro Naoki

  Institute Of Applied Physics University Of Tsukuba

• Suehiro Naoki

  Graduate School Of Information And System Engineering University Of Tsukuba

• MATSUFUJI Shinya

  Faculty of Engineering, Yamaguchi University

• KUROYANAGI Noriyoshi

  Katayanagi Research Institute, Tokyo University of Technology

• Matsufuji Shinya

  Faculty Of Engineering Yamaguchi University

• Fan Pingzhi

  Institute Of Mobile Communications Southwest Jiatong University

• Torii H

  Kanagawa Inst. Technol. Atsugi-shi Jpn

• TAKATSUKASA Kenji

  The Faculty of Engineering, Yamaguchi University

• MATSUFUJI Shinya

  The Faculty of Engineering, Yamaguchi University

• WATANABE Yoshiaki

  The Faculty of Science and Engineering, Saga University

• KUROYANAGI Noriyoshi

  Faculty of Engineering, Tokyo Engineering University

• TORII Hideyuki

  Institute of Engineering Mechanics and Systems, University of Tsukuba

• Takatsukasa Kenji

  The Faculty Of Engineering Yamaguchi University

• Fan P

  Southwest Jiaotong Univ. Sichunan Chn

• Fan Pingzhi

  Institute Of Mobile Communications Southwest Jiaotong University

• Watanabe Yoshitsugu

  Department Of Information Engineering Nagoya University:(present Address) Building Systems Dept. Mit

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著作論文

• Two Types of Polyphase Sequence Sets for Approximately Synchronized CDMA Systems(Regular Section)
• Ternary ZCZ Sequence Sets for Cellular CDMA Systems
• A Quadriphase Sequence Pair Whose Aperiodic Auto/Cross-Correlation Functions Take Pure Imaginary Values (Special Section on Spread Spectrum Techniques and Applications)
• Expansion of Modulation for Modulatable Orthogonal Sequences (Special Section on Spread Spectrum Techniques and Applications)

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