吉田有里 （2010年3月博士前期(修士)課程修了）
・研究論文（査読有）
[1] Y. Yoshida, T. Maruta, On the (2,1)-extendability of ternary linear codes,
Proceedings of Eleventh International Workshop on Algebraic and Combinatorial Coding Theory,
Institute of Mathematics and Informatics, Bulgarian Academy of Sciences, 2008, pp. 305-311.
[2] Y. Yoshida, T. Maruta, Ternary linear codes and quadrics,
Electronic J. Combinatorics 16 (2009),
#R9 (pp. 1-21).
[3] T. Maruta, A. Kikui, Y. Yoshida, On the uniqueness of (48,6)-arcs in PG(2,9),
Advances in Mathematics of Communications 3 (2009), pp. 29--34.
[4] Y. Yoshida, T. Maruta, An extension theorem for [n,k,d]q codes with gcd(d,q) = 2,
Australasian J. Combinatorics 48 (2010), pp. 117--131.
[5] T. Maruta, Y. Yoshida, A generalized extension theorem for linear codes,
Designs, Codes and Cryptography 62 (2012), pp. 121-130.
・その他の論文（査読無）
[1] 吉田有里*, 丸田辰哉,
An extension theorem for [n,k,d]q codes with gcd(d,q) = 2,
応用数学合同研究集会報告集 (2009年12月), pp. 65-70.
・口頭発表 ( * = speaker)
[1] Y. Yoshida*, T. Maruta,
On the (2,1)-extendability of ternary linear codes,
11th International Workshop on Algebraic and Combinatorial Coding Theory
(ACCT) in Pamporovo, Bulgaria, June 2008.
[2] 吉田有里*, 丸田辰哉, On the (2,1)-extendability of ternary linear codes,
離散数学とその応用研究集会2008, 茨城大学インフォメーションセンター（水戸市）, 平成20年8月.
[3] Y. Yoshida*, T. Maruta,
A geometric approach to ternary linear codes,
4th International Conference on Combinatorial Mathematics and Combinatorial Computing
in Auckland, New Zealand, December 2008.
[4] Y. Yoshida*, T. Maruta,
An extension theorem for [n,k,d]q codes with gcd(d,q) = 2,
33rd Australasian Conference on Combinatorial Mathematics and Combinatorial Computing in Newcastle, Auatralia, December 2009.
[5] 吉田有里*, 丸田辰哉,
An extension theorem for [n,k,d]q codes with gcd(d,q) = 2,
2009年度応用数学合同研究集会, 龍谷大学, 平成21年12月.
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