Kyoto University Global COE Program

Department of Mathematics, Kyoto University
Research Institute for Mathematical Sciences, Kyoto University

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>>The 3rd GCOE Workshop for Young Mathematicians (Feb 20-21, 2012)

We are seeking for young mathematicians to participate in a poster session, which is scheduled during a workshop between Kyoto University and Seoul National University.

This program is aimed at promoting research exchange between young mathematicians of Kyoto University and Seoul National University. Lectures by the above four speakers and poster session are scheduled.

Please click here for further information.

Date: | February 20 (Mon) - 21 (Tue), 2012 |

Venue: | 110 (lectures), 108 (poster session), Faculty of Science Building #3 Department of Mathematics, Kyoto University |

Speakers: | Tomotada Ohtsuki (RIMS)On the asymptotic expansion of the Kashaev invariant of knots |

Hiroshi Kokubu (Kyoto) Topological-computation method for analysis of global dynamics and bifurcations | |

Sun-Sig Byun (SNU)Global integrability of the gradients of solutions to nonlinear elliptic obstacle problems | |

Dano Kim (SNU)Extension and division of section rings of adjoint line bundles |

Poster session participants:

**Axtell, Jonathan (SNU)****Chun, Sangmin (SNU)**

Factorization in Commutative Rings with zero-divisors**Jeong, Eunhee (SNU)**

Uniform L1-stability of the relativistic Boltzmann equation near vacuum**Kim, Soojung (SNU)**

Pulsating traveling fronts for Flame propagation in space-time periodic media**Kim, Sunho (SNU)**

The structure of gauge-invariant ideals of labelled graph C^{*}-algebras**Kim, You Chan (SNU)****Lee, Juhyun (SNU)**

Tight contact structures on Σ_{g}× I**Lee, Yunju (SNU)**

Oscillation of harmonic functions for subordinate Brownian motion and its applications**Park, Kyeong Dong (SNU)**

Embeddings between rational homogeneous manifolds of Picard number one**Ryu, Hansol (SNU)****Ryu, Seung Jin (SNU)**

Global weighted estimates for the gradient of solutions to nonlinear elliptic equations**Yhee, Donggeon (SNU)****Ando, Hiroshi (Kyoto)**

On Polish Groups of Fintie Type**Hasebe, Takahiro (Kyoto)**

Square of random variable in free probability**Kato, Takamori (Kyoto)**

Global well-posedness for the Kawahara equation with low regularity datas**Nakamura, Inasa (Kyoto)**

Surface links which are coverings over the standard torus**Nakashima, Makoto (Kyoto)**

Large deviations for branching processes in random environment with geometrical offspring distributions**Okada, So (Kyoto)**

On Euler characteristics for large Kronecker quivers**Shiraishi, Daisuke (Kyoto)**

Cut points for simple random walks**Suzuki, Sakie (Kyoto)**

On the universal sl_{2}invariant of boundary bottom tangles**Tomoeda, Kyoko (Kyoto)**

Optimal Korn's inequality for solenoidal vector fields on a 2D periodic slab**Yamazaki, Yohei (Kyoto)**

Transverse instability for system of nonlinear Schrödinger equations