論文 Multiply transitive permutation groups and odd primes. Osaka J. Math. 11-1 pp 9-13 1974.

On primitive permutation groups with a rank 3 suborbit. Int'l Symp. on Theory of Finite Groups pp79-82 1974.

On primitive permutation groups of degree 2p=4q+2 p and q being prime numbers. J. Fac. Sci. Univ. Tokyo Sec. IA, 22-1 pp17-23 1975.

Finite groups with a standard subgroups isomorphic to U_4(2^n). Japanese J. Math. 5-1 pp209-244 1979.

Finite groups with a standard subgroup of type U_5(2^n), n>1. J. Algebra 64 p430-459 1980.

Standard subgroups of Chvalley type of rank 2 and characteristic 2. The Santa Cruz Conference on Finite Groups pp91-93 1980

Standard subgroups isomorphic to {}^2F_4(2^n). J. Algebra 77 pp261-273 1982.

C.Campbell,T.Kawamata, I.Miyamoto,E.Robertson, P.Williams: Deficiency zero presentations for certain perfect groups. Proc. Royal Soc. Edinburgh 103A pp.63-71 1986

Bounding faces of a con vex set related to permutations. Reports of the Faculty of Engineering Yamanashi University 37:pp.62-64 1986.12

Computations of some Cayley diagrams. Discrete Math. 72 pp. 291-293 1988

M.Kitazume, T.Kondo, I.Miyamoto Even lattices and doubly even codes. J. Math. Soc. Japan 43:pp.67-87 1991

C.Campbell, I.Miyamoto, E.Robertson, P.Williams: The efficiency of PSL(2,p)^3 and other direct product of groups. Glasgow Mathematical Journal 39 pp259-268 1997

O. Higuchi, I. Miyamoto: The 2-generators for certain simple permutation groups of small degree. SUT J. Math. 34 pp63-74 1998

V. Metaftsis, I. Miyamoto: One-relator products of two groupsof order three with short relators. Kyushu J. Math 52 pp81-97 1998

A. Hanaki, I. Miyamoto: Classification of association schemes with 16 and 17 vertices, Kyushu J. Math. 52 pp383-395 1998

A. Hanaki, I. Miyamoto: Classification of association schemes with 18 and 19 vertices, Korean J. Comput. & Appl. Math. 5 pp543-551 1998

A. Hanaki, I. Miyamoto: Classification of primitive association schemes of
order up to 22, Kyushu J. Math. 54 pp81-86 2000

Computing normalizers of permutation groups efficiently using isomorphisms of association schemes, Proc. 2000 International Symp.on Symbolic and
Algebraic Computation, ACM   Press pp220-224 PDF

Computing isomorphisms of association schemes and its application, J.Symbolic
Computation 32, pp133-141 2001 PDF

Parallel backtrack computing of association schemes using classroom PC's, in Mathematical Software ICMS 2002 pp341-349, World Scientific

A. Hanaki, I. Miyamoto: Classification of association schemes of small order, Discrete Math. 264 pp75-80 2003

An improvement of GAP Normalizer function for permutation groups, in Proceedings of the 2006 International Symposium on Symbolic and Algebraic Computations J-G. Dumas Ed. ACM Press pp234-238, (2006) PDF

篠原康彰, 宮本泉, 鈴木智博, 栗原光信: 非線形差分微分方程式における準周期解の存在定理, 日本応用数理学会論文誌 16-2 pp93-103 2006

A Computation of Some Multiply Homogeneous Super\-schemes from Transitive Permutation Groups, in Proceedings of the 2007 International Symposium on Symbolic and Algebraic Computations C.W.Brown Ed. ACM Press 293-298, (2007)

A Combinatorial Approach to Doubly Transitive Permutation Groups, Disc. Math. 308, 3073-3081, (2008)

A Construction of Designs from PSL(2,q) and PGL(2,q), q=1 mod 6, on q+2 Points, in Algorithmic Algebraic Combinatorics and Gr\"obner Bases, G.Jones, A. Jurisic, M. Muzychuk and I. Ponomarenko Eds. Springer. 279-284 (2009)

Computation of Isomorphisms of Coherent Configurations, Ars Mathematica Contemporanea, 3, 59-67, (2010)

A construction of designs on n+1 points from multiply homogeneous permutation groups of degree n, J. Comb. Theory, A. 117, 430-439 (2010)

An Improvement of a Function Computing Normalizers for Permutation Groups, in Mathematical Software $-$ ICMS 2010, LNCS 6327, Fukuda et al. Eds. Springer, 62-68 (2010)
 

口頭発表 巡回群の efficient presentation の応用 第11回代数的組合せ論シンポジウム 1993.6.28 大阪教育大学

The efficiency of PSL(2,p)^3 and other direct product of groups 日本数学会秋季総合分科会 1994.9.28 東京工業大学

コンピュータを用いた小さなサイズの association schemes の分類 第13回代数的組合せ論シンポジウム 1996.7.1 北海道大学学術交流会館 (花木章秀氏と共同発表)

Association scheme の自己同型群と Normalizer の計算 第9回草津有限群セミナー 1997.7.31

Association scheme を利用した対称群における normalizer の計算法 第2回「代数学と計算」研究集会 1997.10.23 東京都立大学

簡単な基本関係の2元生成群の計算 第10回草津有限群セミナー 1998.7.27

Computation of primitive association schemes with small number of vertices 代数的組合せ論研究集会 1998.12.16 京都大学数理解析研究所 (花木章秀氏と共同発表)

アソシエーションスキームの同形計算 第9回数式処理学会大会 2000.6.3 東北文化学園

Classification of association schemes of small order, Com2Mac Conference on
Association Schemes, Codes and Designs, 2000.7.3 Graduate School for Information Technology, POSTEC, Pohang, Korea (with A. Hanaki)

GAPパッケージparallelGAPの計算実験 Researches for Algorithms on Computer Algebra 2001.7.31 京都大学数理解析研究所短期共同研究

ParGAPによるアソシエーションスキームの並列バックトラック計算,Computer Algebra, Algorithms, Implementations and Applications, 204-210 数理解析研究所講究録 1335 (2003)

アソシエーションスキームの拡張と2重可移群の計算, Computer Algebra, Algorithms, Implementations and Applications, 185-189 数理解析研究所講究録 1394 (2004) PDF

A combinatorial approach to doubly transitive permutation groups, Com2Mac Conference on
Association Schemes, Codes and Designs, 2004.7.20 Busan National University, Busan, Korea PDF

置換群の可移拡大の計算法, Computer Algebra, Algorithms, Implementations and Applications, 35-39 数理解析研究所講究録 1456 (2005) PDF

置換群の可移拡大の組合せ論的計算法, 数式処理J.JSSAC pp2-4, 11 (2005) PDF

Performance of the GAP-function Normalizer and an attempt of its improvement II, (2006.5) http://www.ricam.oeaw.ac.at/specsem/srs/groeb//schedule_D1.html PDF

GAP の関数 Normalizer の改良, Computer Algebra - Design of Algorithms, Implementations and Applications 33-38 数理解析研究所講究録 1514 (2006.9) PDF

ブロックシステムを利用した可移な置換群の 正規化群計算の高速化,, 数式処理J.JSSAC pp21-23, 13 (2006.12) PDF

Coherent Configuration の同型計算, Computer Algebra - Algorithms, Implementations and Applications, 34-39 数理解析研究所講究録 1568 (2007)

Simple 3-designs on q + 2 points constructed from PSL(2, q ), q = 3 (mod 4), Finite Groups and Algebraic Combinatorics, 93-98, 数理解析 研究所講究録 1593 (2008)

いくつかの AGL(2,p) から作る 3-(p2 + 1, p, p − 2) デザインの計算, 数式処理 15, 84-86, (2008)

置換群の組合せ論的可移拡大からできるデザイン, Computer Algebra - Algorithms, Implementations and Applications, 155-161 数理解析研 究所講究録 1652 (2009)

同じアソシエーションスキームを作る群の計算, Computer Algebra - Algorithms, Implementations and Applications, 127-134 数理解析研究所講 究録 1666 (2009)

U(3,5)の極大部分群の相互関係について, 第23回有限群論草津セミナー報告集. 2011.7,1-6

Computation of normalizers of intransitive permutation groups in symmetric groups,Symmetries of Discrete Objects Conference and MAGMA Workshop 2012.2.17,Queenstown, New Zealand

部分直積群の正規化群計算の高速化について Computer Algebra - The Algorithms, Implementations and Next Generation - 数式処理 - その研究と目指すもの,数理解析研究所講究録No.1785,67−72, 2012

Computation of some superschemes with trivial partition on the pairs of points, 2012Shanghai Conference on Algebraic Combinatorics, 2012.8.17-22; http://math.sjtu.edu.cn/Conference/SCAC/index.htm

次数33の可移置換群の分類について, Computer Algebra - The Algorithms, Implementations and the Next Generation - 数式処理 - その研究と目指すもの,数理解析研究所講究録No.1843,22−27,2013.7

アソシエーションスキームを利用した可移置換群の構成, 京都大学数理解析研究所研究集会「数式処理とその周辺分野の研究  -- Computer Algebra and Related Topics」2013.12.25-27