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Committee Date Time Place Paper Title / Authors Abstract Paper #
SIP, IT, RCS 2024-01-18
11:20		 Miyagi
(Primary: On-site, Secondary: Online)		 On Hadamard-type Matrices of Odd Order over Finite Fields
Iori Kodama, Tetsuya Kojima (NIT, Tokyo College) IT2023-40 SIP2023-73 RCS2023-215		 Hadamard-type Matrix on finite fields has been proposed. This matrix is defined as a square matrix on GF(p), where each ... [more] IT2023-40 SIP2023-73 RCS2023-215
pp.57-61
EMM, IT 2023-05-12
13:50		 Kyoto Rakuyu Kaikan (Kyoto Univ. Yoshida-South Campus)
(Primary: On-site, Secondary: Online)		 Some Remarks on Hadamard-type Matrices over Residue Class Rings or Finite Fields
Tetsuya Kojima, Iori Kodama (NIT, Tokyo College) IT2023-13 EMM2023-13		 Hadamard matrix is defined as a square matrix where any components are $-1$ or $+1$, and where any pairs of rows are mut... [more] IT2023-13 EMM2023-13
pp.67-72
IT, RCS, SIP 2023-01-25
14:10		 Gunma Maebashi Terrsa
(Primary: On-site, Secondary: Online)		 Cyclic Hadamard-type Matrices on Finite Fields and Their Properties
Iori Kodama, Tetsuya Kojima (NIT, Tokyo College) IT2022-66 SIP2022-117 RCS2022-245		 Hadamard matrix is defined as a square matrix where any components are −1 or +1, and where any pairs of rows are mutuall... [more] IT2022-66 SIP2022-117 RCS2022-245
pp.211-216
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