List of
publicationsList of
publications[1] Crepant resolution of trihedral singularities, Proc. Japan Acad., 70A, (1994), 131--136.
[2] Crepant resolution of trihedral singularities and the orbifold Euler characteristic, Internat. J. Math. 6, (1995), 33--43.pdf file
[3] Gorenstein quotient singularities of monomial type in dimension three, J. Math. Sci. Univ. Tokyo 2, (1995), 419--440.
[4] (with Miles Reid) The McKay correspondence for finite subgroups of SL(3,C), Higher Dimensional Complex Varieties, Proc. of Internat. Conference, Trento 1994, de Gruyter, (1996), pp. 221--240.ps file
[5] (with Iku Nakamura) McKay correspondence and Hilbert schemes, Proc. Japan Acad. 72A, (1996) 135--138.
[6] (with Iku Nakamura) Hilbert schemes and simple singularities, New Trends in Algebraic Geometry, Proc. of EuroConference on Algebraic Geometry, Warwick 1996, ed. by K. Hulek et al., CUP, (1999), pp. 151--233. ps file
[7] (with Hiraku Nakajima) McKay correspondence and Hilbert schemes in dimension three, Topology 39, (2000) 1155--1191.pdf file
[8] Special McKay correspondence, Geometry of Toric Varieties (Grenoble 2000), S\'eminaires et Congr\'es 6, SMF (2002) 213--223.ps file / pdf file
[9] The McKay correspondence -- a bridge from Algebra to Geometry, European Women in Mathematics, Proc. 10th International meeting, (Malta, 2001), World Scientific, (2003), 127--147.
[10] Minimal resolution via Gr\"obner basis, Algebraic Geometry in East Asia, (IIAS, 2001), World Scientific, (2003), 165--174.
[1] Resolution of Gorenstein quotient singularities, Geometry of toric varieties and convex polytopes, Surikaisekikenkyusho Kokyuroku No, 943 (1996) 167--178.
[2] A certain Hilbert scheme and a simple singularity of type $A_n$, Proceedings for Workshop on Algebraic Geometry and Hodge Theory, 1996.
[3] The world of rational Gorenstein singularities, Singularities and complex analytic geometry, Surikaisekikenkyuusho Kokyuroku No. 1033 (1998) 1--6.
[4] McKay correspondence and T-duality, Algebraic Geometry and Integrable Systems related to String theory, Surikaisekikenkyuujjp Kokyuroku No.1232 (2001), 88-100.
[5] G-Hilbert schemes and Groebner basis, 代数幾何学城崎シンポジューム報告集 (2001).
[6] G-Hilbert schemes and Groebner basis, Proceedings of the conference on D-branes and Mirror Symmetry at RIMS(2002). 43-55.
[7] An introduction to the sepcial McKay correspondence, Several topics in singularity theory , Surikaisekikenkyujo Kokyuroku No.1328(2003), 144-158.
[8] Reoslution of singularities and G-Hilbert schemes(Japanese), Proceedings for workshop on Algebraic groups and quantum groups at Fuji (2004), 199-208.
[1] Lecture by Professor Yu. Manin at University of Tokyo, Quantum Cohomology and Enumerative Geometry, 1997.1
[2] Lecture by Yukari Ito at TMU, Gorenstein Quotient Singularities and McKay correspondence, 1997.7.
[1] 可換環論入門 (Translation of "Undergraduate Commutative Algebra" by M. Reid, Cambridge Univ. Press, 1990) 岩波書店, (2000, 2001), 200pages. ISBN4-00-005189-X C3041
[2] ブックガイド--「数学」を読む (岩波科学ライブラリー), 岩波書店, (2005.11)
[1]「トライアングル」
[2]「数学と物理」
[3] 「心にのこる一冊」雑誌『科学』2007年11月号, 岩波書店.