Graduate School of Science, Hiroshima University
ROOM: E104
Japanese page | ||||||
Branched Coverings, Degenerations, and Related Topics 2009 2010 2011 2012 2013 2014 |
3/7 (Mon) | 3/8 (Tue) | 3/9 (Wed) | 3/10 (Thu) | |
10:00-11:00 | Boileau | Shioda | Artal Bartolo | Yasui |
11:20-12:20 | Shioda | Boileau | Boileau | Artal Bartolo |
12:20-13:50 | Lunch | Lunch | Lunch | |
13:50-14:50 | Kitayama | Kasuya | Takahashi | |
15:10-16:10 | Kuno | Yamaguchi | Nakamura | |
16:30-17:30 | Tumenbayar & Hoai | Katayama & Sakata | Enokizono |
Name | Affiliation | Title | (Links to) Related documents |
Enrique Artal Bartolo | Zaragoza | Resonant characters for rational arrangements Arithmetic Zariski pairs of line arrangements |
slides 1
slides 2 |
Michel Boileau | Marseille |
Lecture 1 : Profinite completions of finitely generated groups Lecture 2 : Profinite completions of 3-manifold groups Lecture 3 : Profinite completions of knot groups |
abstract slides (Lecture 1) slides (Lecture 2) slides (Lecture 3) |
Makoto Enokizono | Osaka University | On the structure of hyperelliptic quasi-bundles | abstract |
Hoang Thanh Hoai | Hiroshima University | Degeneration of Fermat hypersurfaces in positive characteristic | abstract slides |
Naohiko Kasuya | Aoyama Gakuin University | Non-Kaehler complex structures on $\mathbb{R}^4$ | abstract slides |
Takuya Katayama | Hiroshima University | RAAGs in knot groups | abstract slides |
Takahiro Kitayama | Tokyo Institute of Technology | Representation varieties detect essential surfaces | abstract |
Yusuke Kuno | Tsuda College | On algebraic description of the Goldman-Turaev Lie bialgebra | abstract
slides |
Akane Nakamura | The University of Tokyo | Autonomous limit of the 4-dimensional Painleve-type equations and degeneration of curves of genus two | abstract slides |
Naoki Sakata | Hiroshima University | Veering structures of the canonical decompositions of the hyperbolic fibered two-bridge link complements | abstract slides |
Tetsuji Shioda | Rikkyo University | Lecture 1 : An elementary algorithm for constructing a cubic surface together with
the 27 lines Lecture 2 : Mordell-Weil lattice of higher genus fibration on a Fermat surface |
abstract
paper 1 paper 2 |
Tomokuni Takahashi | National Institute of Technology, Ichinoseki College | Non-hyperelliptic fibration of genus 4 containing certain degenerate fibers | abstract |
Khulan Tumenbayar | Tokyo Metropolitan University | Integral section of certain rational elliptic surfaces and contact conics for an irreducible $3-$nodal quartics | abstract |
Yoshikazu Yamaguchi | Akita University | Reidemeister torsion and exceptional surgeries along the figure eight knot | abstract
slides |
Kouichi Yasui | Hiroshima University | Corks, exotic 4-manifolds and knot concordance | abstract slides |
Last Updated: November 19, 2015