Daily Schedule: Talks are one hour, starting times:
10:00, 11:15, 1:45, 3:00, 5:00
|
| Fri 7 March:
|
|
Welcome party 4:30 - 7:00 P.
M. in Krieger 211 |
|
Sat 8
March:
|
|
A. Sikora
Overview of topological class field theory
N. Boston Pro-p Galois groups and p-adic
Galois representations
K. Murasugi
Classical knot invariants and elementary number theory
M.
Morishita
Number theory and three-dimensional topology
K. Consani
$\infty$-adic Arakelov theory
|
| Sun 9 March:
|
M. Kapranov
Analogies between Legendre symbols, linking numbers, and resultants
H. Murakami
A quantum introduction to
knot theory..
B.
Mazur Theme of p-adic variation,
continued
P. Deligne Things
we know , and things we'd like to know about multizeta values
K. Habiro
Cyclotomic completions of polynomial rings,
and quantum invariants of integral homology spheres
|
| Mon 10 March: |
10:00-11:00
W. Goldman Sl(2,C)-character varieties
of some elementary surfaces
11:15-12:15
S. Kojima
Dehn filling space of a certain hyperbolic
1:30-2:30 J.Kania-Bartoszynska Turaev-Viro invariants away
from roots of unity
2:45-3:45 H. Murakami
A quantum introduction to knot theory II: the hyperbolic volume
conjecture
4:30-5:30
T. Le Quantum invariants of integral homology 3-spheres
5:40-6:40 Y. Shimizu Seiberg-Witten integrable systems and
periods of marked rational elliptic surfaces |
| Tue 11 March: |
10:00-11:00
C. Frohman Reidemeister torsion, symplectic volume, and
the Yang-Mills measure
11:15-12:15 Y. Yokota A-polynomial of hyperbolic knots
1:45-2:45 A.
Felshtyn Dynamical zeta functions, Nielsen
theory and Reidemeister torsion
3:00-4:00 A. Kawauchi
Groups,
lattice points, and rational
numbers corresponding to closed orientable
3-manifolds
5:00-6:00 M. Asaeda Fusion
rules for orbifold subfactors
Wine and cheese Reception in the Sherwood Room, Levering Hall 6:00 - 8:30 P.
M. |
| Wed 12 March:
|
10:00-11:00
M. Dabkowski Rational moves on links and Burnside groups
11:15-12:15 A. Katsuda Closed geodesics and heat kernels on
nilpotent coverings
12:30-1:30
K. Ohshika Convergence
theorem for function groups K. Ohshika Convergence theorem for
function groups
|
| Thu 13 March: |
10:00-11:00 I. Volic
Finite type invariants and calculus of functors
11:15-12:15
J. Prztycki Ideal obstruction to
embedding tangles into links
1:45-2:45
M. Sakuma Markoff triples,
quasi-Fuchsian groups, and 2-bridge knot groups
3:00-4:00
M. Yamagishi An analogue of the Nielsen-Schreier formula for
pro-p groups
5:00-6:00 S. Koyama
Multiple zeta-functions |
| Fri 14
March: |
10:00-11:00
M. Kurihara Iwasawa theory and values of
zeta-functions
11:15-12:15 S. Garoufalidis
A rational noncommutative form of the Jones ploynomical of a knot
1:45-2:45
Y. Taguchi On the finiteness of
various Galois representation
3:00-4:00
D. Bar-Natan Grothendieck-Teichmueller and knots
5:00-6:00
K. Fujiwara
P-adic
gauge theory in number theory
Banquet to follow
at the Hopkins Club at 7:00 PM |
| Sat 15 March:
D. Bar-Natan Grothendieck-Teichmueller and knots |
10:00-11:00 H. Furusho
p-adic multiple zeta values
11:15-12:15
D. Thurston TBA
1:45-2:45
T. Kohno Iterated integrals on configuration spaces, loop space
homology, and format flat connectionss
3:00-4:00
T. Terasoma Bar
construction for Mumford-Schottky curves
5:00-6:00 D. Bar-Natan
Knots and the Grothendieck - Teichmuller Group II
|
| Sun 16 March: |
10:00 -11:00
M Hoffman Multi-zeta values:
the view from Osaka
11:15-12:15
H. Tsunogai Some new-type relations in the
Grothendieck - Teichmuller group
12:30-1:30
D. Bar-Natan Knots and the Grothendieck -
Teichmuller Group II
|