Kaji Yuichi | Nara Inst. Of Sci. And Technol. Ikoma‐shi Jpn

スポンサーリンク

概要

• KAJI Yuichiの詳細を見る
• 同名の論文著者
• Nara Inst. Of Sci. And Technol. Ikoma‐shi Jpnの論文著者

関連著者

• Kaji Yuichi

  Nara Inst. Of Sci. And Technol. Ikoma‐shi Jpn

• Kaji Yuichi

  Nara Inst. Of Sci. And Technol. Nara Jpn

• Seki Hiroyuki

  Nara Inst. Sci. And Technol. Ikoma‐shi Jpn

• Kaji Y

  Nara Inst. Of Sci. And Technol. Ikoma‐shi Jpn

• Seki H

  Graduate School Of Information Science Nara Institute Of Science And Technology

• SEKI Hiroyuki

  Nara Institute of Science and Technology

• Kaji Yuichi

  Nara Institute Of Science And Technology

• TAKAI Toshinori

  National Institute of Advanced Industrial Science and Technology

• SUGIYAMA Kenji

  Nara Institute of Science and Technology

• Takai Toshinori

  Research Center For Verification And Semantics National Institute Of Advanced Industrial Science And

• Fujiwara Toru

  Osaka University

• Kasahara Shoji

  Kyoto Univ. Kyoto Jpn

• Yoshida Maki

  Osaka University

• Kasami Tadao

  Nara Inst. Of Sci. And Technol. Ikoma‐shi Jpn

• Fujiwara Toru

  Osaka Univ. Suita‐shi Jpn

• Yoshida Maki

  Osaka Univ. Suita‐shi Jpn

• Koumoto Takuya

  Okayama University

• Tachibana Takuji

  Nara Institute Of Science And Technology

• Kaji Yuichi

  Graduate School Of Information Science Nara Institute Of Science And Technology

• Arima Satoshi

  Kyocera Corporation

• Tachibana Takuji

  Nara Inst. Of Sci. And Technol. Nara Jpn

• Koumoto T

  Hiroshima City Univ. Hiroshima Jpn

• FUJINAKA Youhei

  Nara Institute of Science and Technology

• Mejia Ramon

  Nara Institute of Science and Technology

もっと見る 閉じる

著作論文

• A Time-Limited Key Management Scheme Based on a One-Way Permutation Tree
• Layered Transducing Term Rewriting System and Its Recognizability Preserving Property (Special Issue on Selected Papers from LA Symposium)
• Termination Property of Inverse Finite Path Overlapping Term Rewriting System is Decidable
• Finite State Translation Systems and Parallel Multiple Context-Free Grammars
• FOREWORD
• Using Loosely Triangular Form in Encoding LDPC codes with the LU-decomposition
• On the minimum weight of a certain subclass of array LDPC Codes
• A minimum weight test for a certain subclass of array LDPC codes(HISC2006)
• FEC-Based Reliable Transmission for Multiple Bursts in OBS Networks(Switching for Communications)
• Error Control for High-density Monochrome Two-dimensional Barcodes
• Encoding LDPC Codes Using the Triangular Factorization(Coding Theory,Information Theory and Its Applications)

もっと見る 閉じる

スポンサーリンク