Working groups
CIRGET Working Group
2011-12, Wednesdays, 1:30 PM
PK-5333, UQAM
Organizer: Adam Clay
Working Group in low-dimensional topology
2010-11, Tuesdays, 1:30-3:30
PK-5115, UQAM
Organizer: Steven Boyer
Working Group in low-dimensional topology
2009-10, Wednesdays, 10:00-12:00
UQAM
Organizer: Steven Boyer
Working Group on Kähler Geometry
2009-10, Mondays, 1:00 PM - 3:00 PM
UQAM
Organizer: Andrea Gambioli
Interactions between contact topology and link homologies
Fall 2008, Thursday, 2:00
UQAM, PK-5333
Organizer: Liam Watson
October 6: Jeremy Van Horn-Morris,
Open books and Khovanov homology after Baldwin and Plamenevskya
October 9: Radu Cebanu,
Grid diagrams for lens spaces after Baker, Grigsby and Hedden
October 22, 1:00, PK-5445: Radu Cebanu,
The Berge conjecture via Heegaard-Floer homology
October 30: Liam Watson, Towards coordinate-free width estimates
November 5 *Wednesday*: Jeremy Van Horn-Morris, Contact monoids
Working Group on Kähler Geometry
Winter 2009, Wednesdays, 10:00-12:00
UQAM
Organizer: Vestislav Apostolov
Working group on low dimensional topology with a view towards Heegaard-Floer homology
Fall 2007, Tuesdays, 2:00-3:30
UQAM
Organizer: Stefan Friedl
Working Group on Heegaard Floer Homology
Fall 2006
UQAM
Organizer: Paolo Ghiggini
Working Group on Sympletic Field Theory
May-June 2006
Tuesdays at 3:00 p.m. at Université de Montréal
Thursdays at 3:00 p.m. at UQAM
Organizers: Paolo Ghiggini and Samuel Lisi
At the moment we are working on Frédéric Bourgeois's course notes from his course at
the Summer school in Berder (2003) available at his webpage. We plan to
move to the Eliashberg-Givental-Hofer at some point.
| May 9: |
Antonio Reiser, Contact strucutures and Reeb Dynamics |
| May 11: |
Samuel Lisi, Holomorphic curves in symplectisation and contact homology |
| May 23: |
Paolo Ghiggini, Bott approach to contact homology |
| May 30: |
Clement Hyvrier, Algebraic structure of SFT I |
| June 1: |
Baptiste Chantraine, Algebraic structure of SFT II |
| June 6: |
Sam Lisi, Algebraic structure of SFT III |
| June 8: |
Paolo Ghiggini, Algebraic structure of SFT IV |
| June 15: |
Baptiste Chantraine, Contact homology of subcritical Stein manifolds |
| June 20: |
Clement Hyvrier, Contact homology of prequantisations |
| June 22: |
Sam Lisi, Vanishing of contact homology for overtwisted contact structures |
Working Group on three-dimensional manifolds
March-May 2006
Tuesdays at 10:00 a.m.
President Kennedy Building (UQAM), PK-5115
| March 28: |
Paolo Ghiggini, Taut foliations and Heegaard-Floer Homology I |
| April 4: |
Paolo Ghiggini, Taut foliations and Heegaard-Floer Homology II |
| April 11: |
Stephan Tillmann, On the Thurston Norm I |
| April 20: |
Stephan Tillmann, On the Thurston Norm II |
| April 25: |
Paolo Ghiggini, Taut foliations and Heegaard-Floer Homology III |
| May 2: |
Joseph Maher, Shrink Wrapping |
| May 9: |
Joseph Maher, Shrink Wrapping II |
| May 16: |
Joseph Maher, More Shrink Wrapping |
| May 31: |
Joseph Maher, Shrink Wrapping Continues |
Working Group on J-Holomorphic Curves and their Applications
September 2003 to May 2004
11:00
Room 4336 - André-Aisenstadt Building (Université de Montréal)
Timetable for first six weeks of Winter semester
| 22 jan |
Octav Cornea (première partie), Glueing (fin des exposés) et
François Lalonde (deuxième partie), Cohomologie quantique et ses applications |
| 29 jan |
François Lalonde et Shengda Hu,
Cohomologie quantique, homomorphisme de Seidel |
| 5 fev |
François Lalonde et Shengda Hu, Cohomologie quantique et ses applications |
| 12 fev |
François Lalonde et Shengda Hu,
Relations entre l'homologie de Floer et les homologies quantiques des lagrangiennes
|
| 19 fev |
Alexander Ivrii, Théorie symplectique des champs avec applications |
| 26 fev |
Alexander Ivrii, Théorie symplectique des champs avec applications |
Working Group on Ricci flow
October 2003 to May 2004
Thursday at 4:00 P.M.
President Kennedy Building (UQAM)
Recent work of Grisha Perelman on the singularities
has led him to claim a proof of Thurston's geometrization conjecture
for 3-dimensional manifolds. This working group focuses on this and previous works by Hamilton and others.