○後藤四郎
[1] S. Goto, W. Heinzer, and Mee-Kyoung Kim, The leading ideal of a complete intersection of height two, J. Algebra, 298(2006), 238-247
[2] S. Goto and Y. Takayama, Stanley-Reisner ideals whose powers have finite length cohomologies, Proc. Amer. Math. Soc. (to appear)
[3] S. Goto and K. Yoshida, Buchsbaum homogeneous algebras with minimal multiplicity, J. Pure and Appl. Alg. (to appear)
[4] S. Goto, N. Matsuoka, and R. Takahashi, Quasi-socle ideals in Gorenstein local rings, Preprint 2006
[5] S. Goto, F. Hayasaka, and R. Takahashi, On vanishing of certain Ext modules, Preprint 2006
[6] S. Goto, W. Heinzer, and M.-K. Kim, The leading ideal of a complete intersection of height two, Part II, J. Alg. (to appear)
[7] S. Goto, W. Heinzer, and M.-K. Kim, The leading ideal of a complete intersection of height two in a 2-dimensional regular local ring, Preprint (2007)
○三村昌泰
[1] S.-I. Ei, M. Mimura and M. Nagayama, Interacting Spots in Reaction-Diffusion Systems, J. Discrete and Continuous Dynamical Systems, Series A, 14 31-62 (2006)
[2] M. Funaki, M. Mimura and A. Tsujikawa, Traveling front solutions in a chemotaxis-growth model, J. Free Boundaries and Interfaces, 8, 223-245 (2006)
[3] M. Iida, M. Mimura and H. Ninomiya: Diffusion, Cross-diffusion and Competitive Interaction, J. Math. Biol., 53, 617-641(2006)
[4] D. Hilhorst, R. van der Hout, M. Mimura and I. Ohnishi, Fast reaction limits and Liesegang bands, Inter. Series of Numerical Math., 154, 241-250 (2006)
[5] M. Aida, T. Tsujikawa, M. Efendiev, A. Yagi and M. Mimura: Lower estimate of attractor dimension for chemotaxis-growth system, J. London Math. Soc. 74, 453-474 (2006)
[6] M. Mimura, T. Miyaji and I. Ohnishi: A billiard problem in nonlinear and nonequilibrium systems, Hiroshima Math. J. 37, 1-43 (2007)
[7] P. P. Htoo, M. Mimura and I. Takagi: Global solutions to a one-dimensional nonlinear parabolic system modeling colonial formation by chemotactic bacteria, to appear in Advanced Studied in Pure Mathematics
○森本浩子
[1] H. Morimoto, A remark on the existence of 2-D steady Navier-Stokes flow in symmetric domain under general outflow condition, J. Mathematical Fluid Mechanics, published on line 19 September 2006
○砂田利一
[1] T. Sunada, Why do diamonds look so beautiful ?, preprint, 2006.
[2] M. Kotani and T. Sunada, Large deviation and the tangent cone at infinity of a crystal lattice, Math. Z., 254 (2006), 837-870.
[3] M. Shubin and T. Sunada, Mathematical theory of lattice vibrations, Pure and Appl. Math. Quaterly, 2 (2006), 745-777.
○蔵野和彦
[1] The singular Riemann-Roch theorem and Hilbert-Kunz functions, J. Algebra, 304 (2006), 487-499
○阿原一志
[1] K. Ahara, Hyplane - polygonal model of hyperbolic plane, FORMA, 21, 5-18 (2006)
[2] K. Ahara, and S. Takamura, Splittability of Stellar Singular Fiber with Three Branches, Tokyo Journal Math., 29(2006), 1-17
○中村幸男
[1] E. Hyry,Y. Nakamura, and L. Ojala, Adjoint ideals and Gorenstein blowups in two-dimensional regular local rings, Math. Z., 254 (2006), no. 4, 767-783
○廣瀬宗光
[1] M. Hirose and M. Ohta, Uniqueness of positive solutions to scalar field equations with harmonic potential, Funkcialaj Ekvacioj (to appear)
○上山大信
[1] 上山大信・三村昌泰, リーゼガング型沈殿パターンに関するシミュレーション解析，数理解析研究所講究録 No.1522(2006) 136-143
○立川真樹
[1] K. Taji, M. Tachikawa, and K. Nagashima, "Laser trapping of ice crystals," Appl. Phys. Lett. 88, 141111 (2006).
○早坂太
[1] F. Hayasaka, Asymptotic stability of primes associated to homogeneous components of multigraded modules, J. Algebra，306, 535-543, 2006
○櫻井秀人
[1] Thomas Marley, Mark W. Rogers, and Hideto Sakurai, Gorenstein rings and irreducible parameter ideals, Proc. Amer. Math. Soc. (to appear).
○後藤英樹
[1] H. Goto, Iwasawa Invariants on non-cyclotomic Zp-extensions of CM-fields,
Proceedings of the Japan Academy Mathematical Sciences（日本学士院）, Vol.82, Ser.A, No.9 (2006)
○松岡直之
[1] Naoyuki Matsuoka, On m-full powers of parameter ideals, Tokyo Journal of Mathematics, 29(No. 2), 405-411 (2006)
[2] Shiro Goto, Naoyuki Matsuoka, and R. Takahashi, Quasi-socle ideals in a Gorenstein local ring, Preprint
[3] 後藤四郎, 松岡直之, 木村了, Quasi-socle ideals in Gorenstein numerical emi-group rings, 明治大学理工学部研究報告, 30, 1-8 (2006)
○大関一秀
[1] 後藤四郎・大関一秀, On m- primary ideals with the small first Hilbert coefficients, 明治大学理工学部研究報告, 32(2007), 9-18
○高橋亮
[1] R. Takahashi, Syzygy modules with semidualizing or G-projective summands, Journal of Algebra 295 (2006), no. 1, 179-194.
[2] R. Takahashi, A note on a theorem of F. Wang and G. Tang, The Bulletin of the Australian Mathematical Society 73 (2006), 293-297.
[3] R. Takahashi, Remarks on modules approximated by G-projective modules, Journal of Algebra 301 (2006), no. 2, 748-780.
[4] R. Takahashi, The existence of finitely generated modules of finite Gorenstein injective dimension, Proceedings of the American Mathematical Society 134 (2006), no. 11, 3115-3121.
[5] R. Takahashi, Openness of FID-loci, Glasgow Mathematical Journal 48 (2006), no. 3, 431-435.
[6] R. Takahashi, A new approximation theory which unifies spherical and Cohen-Macaulay approximations, Journal of Pure and Applied Algebra 208 (2007), no. 2, 617-?634.
[7] R. Takahashi, A characterization of modules locally of finite injective dimension, Proceedings of the American Mathematical Society (to appear).
[8] R. Takahashi, On the number of indecomposable totally reflexive modules, Bulletin of the London Mathematical Society (to appear).
[9] R. Takahashi, An uncountably infinite number of indecomposable totally reflexive modules, Nagoya Mathematical Journal (to appear).
[10] R. Takahashi and K. Watanabe, Totally reflexive modules constructed from smooth projective curves of genus g \geq 2, Archiv der Mathematik (
[11] R. Takahashi, Direct summands of syzygy modules of the residue class field (preprint).
[12] R. Takahashi, Classifying subcategories of modules over a commutative noetherian ring (preprint).
[13] S. Goto, N. Matsuoka and R. Takahashi, On quasi-socle ideals in Gorenstein local rings (preprint).
[14] S. Goto, F. Hayasaka and R. Takahashi, On vanishing of certain Ext modules (preprint).
○昌子浩登
[1] H. Shoji and K. Yamada, Most stable patterns among three-dimensional Turing pattern, Japan Journal of Industrial and Applied Mathematics, to be appeared
[2] H. Shoji, K. Yamada, D. Ueyama and T. Ohta, Three-dimensional Turing patterns
[3] 昌子浩登・山田耕太郎, ３次元チューリングパターンとその安定性, 京都大学数理解析研究所講究録1499, p167-173 (2006)
[4] 昌子浩登, 自己組織的に形成される極小曲面, 京都大学数理解析研究所講究録 to be appeared.
○西田康二
[1] Y. Kinoshita, K. Nishida, Y. Yamanaka and A. Yoneda, On Burch's inequality and a reduction system of a filtration, Proc. Amer. Math. Soc., 134 (2006), 3437-3444.
○嶋野和史
[1] Homogenization and penalization of functional first-order PDE,
Nonlinear Differential Equations and Applications, 13, no.1 (2006), 1-21
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