Ken Saito

Ken Saito

Introduction

Research Interests

    I am interested in algebraic combinatorics, coding theory, combinatorial design theory and so on.


Curriculum Vitae

Personal

  • Date of Birth: May 3, 1991
  • Date of Place: Tsuruoka, Yamagata, Japan
  • Hobby: Magic (Especially, card tricks using mathematical principles)

Education

  • Graduate School of Information Sciences, Tohoku University
    April, 2016 - Present
  • Master
    Graduate School of Information Sciences, Tohoku University
    April, 2014 - March, 2016
    Adviser: Masaaki Harada
  • Bachelor
    Department of Mathematical Sciences, Faculty of Science, Yamagata University
    April, 2010 - March, 2014
    Adviser: Masaaki Harada

Publications

Submitted

  1. On the minimum weights of binary LCD codes and ternary LCD codes
    M. Araya, M. Harada and K. Saito
    Finite Fields and Their Applications (submitted: 2020.11.18)
    [arXiv:1908.08661v3]

In Press

  1. Characterization and classification of optimal LCD codes
    M. Araya, M. Harada and K. Saito
    Designs, Codes and Cryptogr (submitted: 2020.7.11, accepted: 2020.12.16)

In Print

  1. Quaternary Hermitian linear complementary dual codes
    M. Araya, M. Harada and K. Saito
    IEEE Trans. Inform. Theory 66, (2020), 2751-2759 (published: 2020.4.23)
    [arXiv:1904.07517]
  2. Remark on subcodes of linear complementary dual codes
    M. Harada and K. Saito
    Information Processing Letters 159-160, 105963 (published: 2020.4.21)
    [arXiv:1908.08662]
  3. Binary linear complementary dual codes
    M. Harada and K. Saito
    Cryptography and Communications 11 (2019), 677-696 (published: 2019.7.2)
    [arXiv:1802.06985]
  4. Self-dual additive $\mathbb{F}_4$-codes of lengths up to 40 represented by circulant graphs
    K. Saito
    Advances in Mathematics of Communications 13 (2019), 213-220 (published: 2019.2.19)
  5. Singly even self-dual codes constructed from Hadamard matrices of order 28
    M. Harada and K. Saito
    Australasian Journal of Combinatorics 70 (2018), 288-296 (published: 2017.12.13)
  6. On the classification of $\mathbb{Z}_4$-codes
    M. Araya, M. Harada, H. Ito and K. Saito
    Advances in Mathematics of Communications 11 (2017), 747-756 (published: 2017.11.30)

Talks

  1. Binary Linear Complementary Dual Codes
    実験計画法ならびに情報数理と関連する組合せ構造 2018
    神戸大学 瀧川記念学術交流会館 大会議室
    2018.11.2
  2. Binary linear complementary dual codes
    The Japanese Conference on Combinatorics and its Applications in Sendai
    Sendai International Center
    2018.5.20
  3. On binary codes with complementary dual
    The 5th Taiwan-Japan Conference on Combinatorics and its Applications
    National Taiwan Normal University
    2018.3.29
  4. Singly even self-dual codes constructed from Hadamard matrices
    研究集会『実験計画法と符号および関連する組合せ構造』2017
    湯河原温泉 おんやど恵
    2017.11.24
  5. 単純グラフから構成される符号の分類
    日本数学会 2017年度秋季総合分科会
    山形大学 小白川キャンパス
    2017.9.13
  6. On additive $\mathbb{F}_4$-codes constructed from graphs
    第13回組合せ論若手研究集会
    慶應義塾大学 矢上キャンパス
    2017.3.1
  7. Additive $\mathbb{F}_4$-codes constructed by circulant graphs
    研究集会「実験計画法と符号および関連する組合せ構造」
    秋保リゾートホテルクレセント
    2016.11.29
  8. 巡回行列から構成される4元体上の符号の分類
    離散数理セミナー
    山形大学理学部1号館
    2016.6.9
  9. Circulant graph code の性質と分類
    ミニ集会「代数的組合せ論とその周辺」
    東北大学情報科学研究科
    2016.3.8

Links

Seminars

Databases

Last Update: January 4, 2021
e-mail: kensaito "at" ims.is.tohoku.ac.jp