Kanayama Naoki | Department Of Information And Communication Engineering The University Of Electro-comrnunications

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概要

• 同名の論文著者
• Department Of Information And Communication Engineering The University Of Electro-comrnunicationsの論文著者

関連著者

• Kanayama Naoki

  Department Of Information And Communication Engineering The University Of Electro-comrnunications

• Kanayama N

  Waseda Univ. Tokyo Jpn

• Uchiyama S

  Ntt Information Sharing Platform Laboratories

• Kanayama Naoki

  Department of Bioscience and Biotechnology, Graduate School of Natural Science and Technology, Okaya

• Kanayama Naoki

  Department Of Bioscience And Biotechnology Graduate School Of Natural Science And Technology Okayama

• UCHIYAMA Shigenori

  NTT Information Sharing Platform Laboratories, NTT Corporation

• Uchiyama Shigenori

  Ntt Information Sharing Platform Laboratories

• NAGAO Koh-ichi

  Faculty of Engineering, Kanto Gakuin University

• Nagao Koh-ichi

  Faculty Of Engineering Kanto Gakuin University

• Saito T

  Tokyo Denki University

• Saito Taiichi

  Telecommunications Advancement Organization Of Japan

• KANAYAMA Naoki

  the Graduate School of Science and Engineering, Waseda University

• KOBAYASHI Tetsutaro

  NTT Laboratories

• UCHIYAMA Shigenori

  NTT Laboratories

• Kanayama Naoki

  The Graduate School Of Science And Engineering Waseda University

• Kobayashi Tetsutaro

  Ntt Information Sharing Platform Laboratories

• Matsuo Kazuto

  Graduate School Of Information Security Institute Of Information Security:research And Development I

• Kobayashi T

  Ntt Information Sharing Platform Laboratories

• MATSUO Kazuto

  Research and Development Initiative, Chuo University

• Kobayashi Takehiko

  NTT Information Sharing Platform Laboratories

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著作論文

• Remarks on Elliptic Curve Discrete Logarithm Problems(Special Section on Cryptography and Information Security)
• Analysis of Baby-Step Giant-Step Algorithms for Non-uniform Distributions (Fundamental) (Cryptography and Information Security)
• Generating Secure Genus Two Hyperelliptic Curves Using Elkies' Point Counting Algorithm

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