"Association schemes"

[1] E. Bannai and T. Ito, Algebraic Combinatorics I: Association Schemes, Benjamin/Cummings, Menlo Park, CA, 1984.

[2] A. Hanaki, Representations of finite association schemes, European J. Combin., 30(2009), 1477-1496.

"Classification of association schemes"

[1] E. Nomiyama, Classification of association schemes with at most ten vertices, Kyushu J. Math., 49(1995), 163-195.

[2] M. Hirasaka, The classification of association schemes with 11 or 12 vertices, Kyushu J. Math., 51(1997), 413-428.

[3] Y. Sakita, Classification of association schemes with 14 vertices, M.S. thesis, 1994.

[4] M. Hirasaka and Y. Suga, The classification of association schemes with 13 or 15 points, proceedings of Kyoto Univ. Res. Inst. Math. Sci., 962(1996), 71-80. (Proceeding of `Algebraic combinatorics' (Japanese), Kyoto, 1995.)

[5] K. See and S. Y. Song, Association schemes of small order, J. Statist. Plann. Inference, 73(1998), 225-271. (Proceeding of `R. C. Bose Memorial Conference', FortCollins, CO, 1995.)

[6] A. Hanaki, I. Miyamoto, Classification of association schemes with 16 and 17 vertices, Kyushu J. Math., 52(1998), 383-395.

[7] A. Hanaki, I. Miyamoto, Classification of association schemes with 18 and 19 vertices, Korean J. Comput. Appl. Math., 5(1998), 543-551.

[8] A. Hanaki, I. Miyamoto, Classification of association schemes of small order, Discrete Math. 264(2003), 75-80. (Proceeding of `The 2000 Com^2 MaC Conference on Association Schemes, Codes and Designs', Pohang, 2000.)

[9] A. Hanaki and I. Miyamoto, Classification of association schemes with small vertices, published on WWW, since 1999:

"Coherent configurations"

[1] D. G. Higman, Coherent configurations, I. Ordinary representation theory, Geometriae Dedicata, 4(1975), 1-32; II. Weights, Geometriae Dedicata, 5(1976), 413-424.

[2] D. G. Higman, Coherent Algebras, Linear Algebra Appl., 93(1987), 209-239.

"Classification of coherent configurations"

[1] M. Shiratsuchi, The coherent configurations with at most 11 points and their constructions, M.S. thesis, Kyushu Univ., 1997.

[2] A. Nagatomo, Classification of coherent configuration with at most 13 points (Japanese), M.S. thesis, Kyushu Univ., 2009.