Res.Inst.Math.Sci. Room No.115
(Updated : September 20, 2004)
10 Sept(Wed.) | ||
Thomas Chen | Courant Inst of Math. | Operator-Theoretic Renormalization Group and the Infrared Problem in QED, I [ps] [pdf] |
J.Lorinczi | T.U. Muenchen | Renormalization: Three Ways of re-normalization [ps] [pdf] |
F.Hiroshima | Setsunan Univ. | Mass renormalization of the non-relativistic QED [ps] [pdf] |
T.Hattori, K.Hattori | Nagoya, Shinshu | Renormalization Group Approach to an Extension of the Law of Iterated Logarithms for One-Dimensional (Non-Markovian) Stochastic Chain [pdf] [ps] |
N.Yoshida | Kyoto Univ. | Brownian Directed Polymers in Random Environment [ps] [pdf] |
S.Ogurisu | Kanazawa Univ. | Supersymmetric Analysis of discrete magnetic Schroedinger Operators [pdf] |
11 Sept(Thu.) | ||
Thomas Chen | Courant Inst of Math. | Operator-Theoretic Renormalization Group and the Infrared Problem in QED, II [ps] [pdf] |
A.Arai | Hokkaido Univ. | Existence of Enhanced Binding in a General class of Quantum Field Models [ps] [pdf] |
M.Yosida, S.Alveberio | Univ.Elecro.Commun., Univ.Bonn. | On a Solution of Quantized Nonlinear Equation with 4 Space-time Dimensions [pdf] [ps] |
S.Goto | Kyoto Univ. Dept. of Informatics | Liouville Operator Approach to Symplecticity-Preserving RG Method [English Abstract(pdf)] [Japanese Draft (pdf)] |
T.Nishino | Kobe Univ. | Block Spin Transformations of 2(3) Dim. Classical Spin Models on the Lattices [ps(in Japanese)] [pdf(in Japanese)] |
H.Mukaida | Medical College of Saitama | Deformation of the RG Equations which Derive Phase Transitions of Infinite order [ps] [pdf] |
M.Homma, C.Itoi | Nihon Univ. | Ferromagnetic Domain Wall Ground States in a Deformed Flat Band Hubbard Model [ps] [pdf] |
12 Sept(Fri.) | ||
M.B.Ruskai | Tufts Univ. | L_p Norms and Additivity Questions in Quantum Information Theory |
I.Ojima | RIMS | Temperature as Order Parameter of Broken Scale Invariance [ps] [pdf] |
H.Nakano | Tohoku Univ. | Anderson Localization for 2D Discrete Schroedinger Operators with Random magnetic Fields [ps] [pdf] |
Thomas Chen | Courant Inst of Math. | Localization Length and Boltzmann Limit for the Anderson Model at small disorder in d=3 [ps] [pdf] |
Erhard Seiler | Max-Planck Inst Phys. | The case against asymptotic freedom [ps] [pdf] |
K.R.Ito | Setsunan Univ. | Anderson Localization and Absence of Phase Transitions in 2D O(N) Spin Models [ps] [pdf] |
H.Watanabe | Nippon Medical School | Triviality of the 4 Dimensional Hierarchical O(N) Spin Models [ps] [pdf] |
Prof.K.R.Ito Dept.of Math.Phys. Setsunan University Ikeda-Naka 17-8 Neyagawa City 572-8508 Osaka Japan email :ito at kurims.kyoto-u.ac.jp :ito at mpg.setsunan.ac.jp Phone : 81-(0)72-839-9183 Fax : 81-(0)72-838-6599