| FY2008 list of GCOE International Conferences | |||||
| Conference Name | Organizers | Dates | Venue | Speaker | Title |
| COE-COW Tokyo | Y.
Kawamata, Miles Reid (Warwick) |
December 15 - 19, 2008 |
Graduate School of Mathematical Sciences, the University of Tokyo | Caucher Birkar (Cambridge) | Boundedness vs thresholds and flips |
| Gavin Brown (Kent) | Tom and Jerry and Sarkisov links | ||||
| Alvaro Nolla de Celis (Warwick) | Dihedral groups and $G$-Hilb | ||||
| Osamu Fujino (Nagoya) | On log canonical flops | ||||
| Klaus Hulek (Hannover) | Calculating the Mordell-Weil rank of elliptic threefolds | ||||
| Akira Ishii (Hiroshima) | Dimer models and the special McKay correspondence | ||||
| Yukari Ito (Nagoya) | Existence of crepant resolutions | ||||
| Ann-Sophie Kaloghiros (Cambridge) | The defect of Fano $3$-folds | ||||
| Yongnam Lee (Sogang Seoul) | Log minimal model program for the moduli space of stable curves of low genus | ||||
| Timothy Logvinenko (Liverpool) | A derived approach to the geometric McKay correspondence | ||||
| James McKernan (MIT) | Batyrev’s conjecture | ||||
| Yoshinori Namikawa (Kyoto) | Induced nilpotent orbits and birational geometry | ||||
| Keiji Oguiso (Keio Tokyo) | Mordell-Weil groups of abelian fibered hyperkaehler manifolds and O'Grady's $10$-dimensional examples | ||||
| Jongil Park (Seoul National) | A new family of algebraic surfaces with $p_g = 0$ and $K^2 > 0$ | ||||
| Thomas Peternell (Bayreuth) | Varieties with generically nef tangent bundles | ||||
| Miles Reid (Warwick) | Big key varieties for surfaces with $p_g = 1$, $K^2 = 2$ (according to Stephen Coughlan) | ||||
| Hiromichi Takagi (Tokyo) | $Q$-Fano $3$-folds and varieties of power sums | ||||
| Yukinobu Toda (IPMU Tokyo and Oxford) | Stability conditions and Donaldson-Thomas type invariants | ||||
| Michael Wemyss (Bristol and Nagoya) | McKay Correspondence for two dimensional rational surface | ||||
| Workshop on Motives - the 4th |
Thomas
Geisser (USC), S. Kimura , K. Sato, A. Shiho , G. Yamashita (Nottingham) |
December 15-19, 2008 |
Graduate School of Mathematical Sciences, the University of Tokyo | Paul Balmer(UCLA) | Tensor triangular geometry |
| Eric Friedlander(USC) | Algebraic cocycle spaces | ||||
| Christian Haesemayer(UCLA) | On the K-theory of singular varieties | ||||
| K. hagihara (Tokyo Univ.) | Motivic cohomology and the category DM (after Voevodsky) | ||||
| Lars Hesselholt(Nagoya Univ.) | The vanishing of negative K-groups in positive characteristic | ||||
| Moritz Kerz(Universitat Regensburg) | Kato's Hasse principle revisited | ||||
| S. Kondo (Tokyo Univ.) | Computing two motivic cohomology groups of a scheme over a finite field | ||||
| Fabien Morel(Universitat Munchen) | Introduction to $\pi_0(\A^1)$ and $\pi_1^{A^1}$, basic examples | ||||
| $\pi_0^{A^1}$, cohomology invariants and Galois cohomology | |||||
| $\pi_1^{A^1}$, $A^1$-h-cobordism and smooth varieties up to $A^1$-homotopy | |||||
| Andreas Rosenschon(Univ. Munchen) | K_1 of curves | ||||
| Alexander Vishik(Univ. of Nottingham) | Operations in Algebraic Cobordism | ||||
| Charles Weibel(Rutgers Univ.) | The proof of Bloch-Kato conjecture | ||||
| Analytic
Semigroups and Related Topics — on the occasion of the centenary of the birth of Professor Kôsaku Yosida |
Y.Giga, S. jinbo（Sapporo）, A. yagi (Osaka), M. Yamamoto |
January
13-16, 2009 |
Graduate School of Mathematical Sciences, the University of Tokyo | G. Simonett (Nashville, USA) | On normal stability for nonlinear parabolic equations |
| Analytic semigroups, maximal regularity and nonlinear parabolic problems | |||||
| S. Jimbo (Sapporo) | Vortex motion in Ginzburg-Landau equation | ||||
| H. Komatsu (Tokyo) | The abstract Fatou theorem and the signal transmission on Thomson cables | ||||
| A. McIntosh (Canberra, Australia) | The Kato square root problem, and solvability of some elliptic PDE's with square integrable boundary data | ||||
| S. Nakagiri (Kobe) | Reachability and observability of reactor diffusion equations in chemical engineering-- An application of analytic semigroup | ||||
| Y. Shibata (Tokyo) | Maximal regularity for Navier-Stokes equations with some first order boundary condition | ||||
| A. Yagi (Osaka) | Finite-dimensional attractors for termite mound building model due to Brussels school | ||||
| Arithmetic and Algebraic Geometry Related to Moduli Spaces | Gerard van der Geer (Amsterdam) T. Katsura, S. Kondo (Nagoya), T. Terasoma |
January 19-23, 2009 | Graduate School of Mathematical Sciences, the University of Tokyo | G. van der Geer (Univ. Amsterdam) | Local systems on moduli spaces and Siegel modular forms |
| I. Shimada (Hiroshima Univ.) | On equisingular families of plane curves of degree 6 | ||||
| I. Nakamura (Hokkaido Univ.) | Two canonical compactifications of moduli of abelian varieties | ||||
| R. Laza (Univ. Michigan) | The combinatorics and arthmetic of the degenerations of K3 surfaces | ||||
| S. Grushevsky (Princeton Univ.) | Singularities of the theta divisor | ||||
| S. Morita (Univ. Tokyo) | Moduli space of curves and representations of sympletic groups | ||||
| T.Shioda (RIMS) | Curves on Fermat surfaces revisited | ||||
| K. Saito (IPMU) | Patition functions for a discrete group | ||||
| G. Faltings(MPI) | The isomorphism between Drinfeld- and Lubin- Tate-towers | ||||
| K. Fujiwara(Nagoya Univ.) | Compactifications of schemes and algebraic spaces | ||||
| K. Kato(Kyoto Univ.) | Spaces of SL(2)-orbits for C and for Qp | ||||
| F. Kato(Kyoto Univ.) | Artin-Schreier-Mumford curves | ||||
| J. Keum(KIAS) | Rational homology projective planes and Algebraic Montgomery-Yang Problem | ||||
| K. Oguiso(Keio Univ.) | On Enriques manifolds | ||||
| A. Verra(Univ. Roma 3) | Generic finiteness of the theta map for the moduli spaces of vector bundles on a curve | ||||
| S. Harashita(IPMU) | Generic Newton polygons of Ekedahl-Oort strata in the moduli of abelian varieties | ||||
| N. Shepherd-Barron(Cambridge Univ.) | Formulae for Jacobians and their theta functions | ||||
| L. Illusie(Univ. Paris XI) | On finite group actions in l-adic cohomology : traces and fixed points | ||||
| Global COE Opening Symposium at Tokyo | Y.
Kawahigashi, Y. Kawamata, T. Kobayashi, T. Saito |
January
30 (afternoon) - February 1, 2009 |
Graduate School of Mathematical Sciences, the University of Tokyo | Christopher D. HACON (Utah) | Classification of Algebraic Varieties |
| Heisuke HIRONAKA (JAMS) | Resolution of singularities | ||||
| Vaughan F. R. JONES (Berkeley) | Subfactors | ||||
| Planar algebra | |||||
| NGÔ Bao Châu (IAS) | Fundamental lemma and Hitchin fibration | ||||
| Wendelin WERNER (Paris-Sud) | Some random evolutions of functions | ||||
| Complex Geometry
Workshop 2009 Tokyo |
S. Takayama | February 13-14, 2009 |
Graduate School of Mathematical Sciences, the University of Tokyo | T. Ohsawa (Nagoya) | L2 extendability from analytic subsets with singularities |
| A. Moriwaki (Kyoto) | Arithmetic volume function | ||||
| S. Boucksom (Paris) | Equidistribution of points of small height | ||||
| H. Tsuji (Tokyo) | Global generation and weak semistability of the direct images of relative pluri log canonical bundles | ||||
| B. Berndtsson (Goeteborg) | A Bergman kernel proof of the Kawamata subadjunction, I | ||||
| M. Paun (Nancy) | A Bergman kernel proof of the Kawamata subadjunction, II | ||||
| Workshop "Industrial Mathematics and its Practice" |
J. Noguchi,
H. Matano, Y. Giga, M. yamamoto |
February 23-24, 2009 |
Graduate School of Mathematical Sciences, the University of Tokyo | M.Yamamoto (Tokyo) | Practice of Industrial Mathematics:Combination of Theories and Applications to the Real-world |
| Tan Yongji (Fudan Univ.) | Study Group and Mathematical Problems in Industry | ||||
| Jin Cheng (Fudan Univ.) | The Mathematical Analysis of the Diffusion Process and its Applications | ||||
| Tao Tang (Hong Kong Baptist Univ.) | Convergence Analysis for Numerical Methods to Stochastic Hyperbolic Equations | ||||
| Dietmar Hoemberg (Tech. Univ. of Berlin) | Coupling of Process, Machine, and Work-piece in Production Processes -- a Challenge for Industrial Mathematics | ||||
| GCOE Spring School on Representation Theory | T. Kobayashi | March
12 - 17, 2009 |
Graduate School of Mathematical Sciences, the University of Tokyo | Bernhard Krötz (Germany) | Harish-Chandra modules |
| Salah Mehdi (France) | Enright-Varadarajan modules and harmonic spinors | ||||
| Peter Trapa (USA) | Special unipotent representations of real reductive groups | ||||
| Roger Zierau (USA) | Dirac Cohomology | ||||