The Second Meeting for GlobalMathNetwork
Opening Yoshinori Namikawa (Dept. of Mathematics, Kyoto University)
Outline
Mathematics unit for the Top Global Course is one of the five partner institutions of the GlobalMathNetwork, which was established in August 2017 with the aims of promoting exchange among young researchers.
We are excited to announce to host the second GlobalMathNetwork meeting which brings together researchers from other four partner institutions.

 Opening

Yoshinori Namikawa (Dept. of Mathematics, Kyoto University)
Feb. 16, 2019 01:32 English

 Illposedness of the third order NLS equation with Raman scattering term

Yoshio Tsutsumi (Dept. of Mathematics, Kyoto University)
Feb. 16, 2019 41:51 English

 Riemann Hypothesis and the DeBruijnNewman constant

Charles Newman (Courant Institute of Mathematical Sciences, NYU)
Feb. 16, 2019 1:06:51 English

 Much ado about random walk range

Ryoki Fukushima (RIMS, Kyoto University)
Feb. 16, 2019 30:47 English

 From Kleinian singularities to Khovanov homology

Catharina Stroppel (Hausdorff Center for Mathematics)
Feb. 16, 2019 55:16 English

 (Categorified) braid group representations and Garside normal forms

Tetsuya Ito (Dept. of Mathematics, Kyoto University)
Feb. 16, 2019 33:52 English

 Area preserving maps : The symplectic viewpoint

Claude Viterbo (Département de Mathématiques et Applications, ENS)
Feb. 26, 2019 1:02:03 English

 Relative volume comparison along Ricci flow

Gang Tian (Beijing International Center for Mathematical Research)
Feb. 16, 2019 1:00:03 English

 Moduli of CalabiYau manifolds and mirror symmetry

Atsushi Kanazawa (Dept. of Mathematics, Kyoto University)
Feb. 16, 2019 30:32 English

 How can we transmit dynamical systems by telephone?

Masaki Tsukamoto (Dept. of Mathematics, Kyoto University)
Feb. 16, 2019 29:51 English
Details
 Year/Term
 2018
 Date
 February 15th to February 16th, 2019
 Faculty/
Graduate School  Graduate School of Science
 Language
 English
 Place
 127 Conference Room, Faculty of Sciences Building No.3, Kyoto University
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