This is a tentative schedule check back for updates
All talks will be held in Building 370 next to the Mathematics Department at Stanford University. Please meet in the courtyard behind the math department for registration and more information. Here is map of campus and the location of the math department.
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Monday |
Tuesday |
Wednesday |
Thursday |
Friday |
| 9:00-10:30 |
Mini-Course: Ng |
Mini-Course: Ng |
Mini-Course:
Ng |
Mini-Course:
Polterovich |
Mini-Course:
Polterovich |
| 11:00-12:30 |
Mini-Course:
Taubes |
Mini-Course:
Taubes |
Mini-Course:
Auroux |
Mini-Course:
Honda |
Mini-Course:
Honda |
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| 2:30-3:30 |
Stipsicz |
Mini-Course:
Auroux
2:30-4:00 |
Hedden |
McLean |
Ono |
| 4:00-5:00 |
Etnyre |
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Akhmedov |
Perutz |
Rasmussen |
Details on the mini-course can be found on the "mini-course page".
Talks:
- Akhmedov "Exotic 4-manifolds with small Euler characteristics"
- Etnyre "Fibered knots and the Bennequin bound"
- Hedden "The geometric meaning of filtered invariants in Ozsvath-Szabo theory"
- McLean "Exotic Stein manifolds"
- Ono "An analogous question to the flux conjecture for Lagrangian submanifolds"
- Perutz "Hamiltonian handle slides for Heegaard Floer homology"
- Rasmussen "Minimal genus knots and the Thurston norm"
- Stipsicz "Rational homology disk symplectic fillings"
We will have a coffee break between the two morning mini-courses and between the two afternoon talks.
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Monday |
Tuesday |
Wednesday |
Thursday |
Friday |
| 9:00-10:30 |
Mini-Course:
Hutchings |
Mini-Course:
Hutchings |
Mini-Course:
Lipshitz |
Mini-Course:
Lipshitz |
Mini-Course:
Lipshitz |
| 11:00-12:30 |
Mini-Course:
Fukaya |
Mini-Course:
Fukaya |
Mini-Course:
Fukaya |
Mini-Course: Ekholm |
Mini-Course: Ekholm
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| 2:30-3:30 |
Smith |
Ostrover |
Mrowka |
Wehrheim |
Wendl |
| 4:00-5:00 |
Seidel |
Greene |
Grigsby |
Abouzaid |
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Details on the mini-course can be found on the "mini-course page".
Talks:
- Abouzaid "Wrapped Floer homology and string topology"
- Greene "Closed 3-braids with unknotting number one"
- Grigsby "On a relationship between Khovanov- and Heegaard Floer-type homology theories"
- Mrowka 'Knots, Sutures and Excision"
- Ostrover "Algebraic properties of the quantum homology"
- Seidel "Lagrangian tori on the quartic surface"
- Smith "Lagrangian surfaces in the four-torus"
- Wendl "Strong symplectic fillings and holomorphic curves"
- Wehrheim "Holomorphic quilts - algebraic structures and topological applications"
We will have a coffee break between the two morning mini-courses and between the two afternoon talks.
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