Schedule
Precourse by K. Cieliebak, K.Mohnke and M.Schwarz (Saturday + Sunday)
May 14, Saturday
|
Time |
|
---|---|---|
Schwarz | 9:00 – 10:30 | Cauchy Riemann operator in symplectic and contact geometry I |
Schwarz | 11:00 – 12:30 | Cauchy Riemann operator in symplectic and contact geometry II |
|
Lunch break | |
Cieliebak | 14:30 – 16:00 | Deligne – Mumford Theory I |
May 15, Sunday
|
Time |
|
---|---|---|
Cieliebak | 9:00 – 10:30 | Deligne – Mumford Theory II |
Mohnke | 11:00 – 12:30 | The moduli spaces of symplectic geometry and the compactness result I |
|
Lunch break | |
Mohnke | 14:30 – 16:00 | The moduli spaces of symplectic geometry and the compactness result II |
Lectures
by C. Abbas, H. Hofer, D. McDuff and K. Wehrheim (Monday
- Friday)
May 16, Monday
|
Time |
|
---|---|---|
Lecture 1 (Hofer) | 9:00 – 10:00 | Introduction
|
Lecture 2 (Hofer) | 10:15 – 11:15 | New concepts of smooth structures, Definition of a sc-structure on a Banach space |
Problem session 1 (Abbas) | 11:30 – 12:30 | Smoothness
of the Shift and some related maps |
|
Lunch break | |
Lecture 3 (Hofer) | 14:00 – 15:00 | Splicings and Polyfolds |
Lecture 4 (Wehrheim) | 15:15 – 16:15 | Concrete splicings and Gluings I |
|
Coffee break | |
Problem session 2 (Dupont,Chance,McDuff) |
16:45 – 17:45 | Splicings and Polyfolds |
May 17, Tuesday
|
Time |
|
---|---|---|
Lecture 5 (Wehrheim) | 9:00 – 10:00 | Concrete Splicing and Gluings II |
Lecture 6 (Hofer) | 10:15 – 11:15 | Concrete polyfold charts I |
Problem session 3 (Dupont,Chamce,McDuff) |
11:30 – 12:30 | Polyfold Charts in Morse Theory |
|
Lunch break | |
Lecture 7 (Hofer) | 14:00 – 15:00 | Concrete polyfold charts II |
Lecture 8 (Wehrheim) | 15:15 – 16:15 | Fredholm operators I: Contraction Germs |
|
Coffee break | |
Problem session 4 (Dupont,Chamce,McDuff) |
16:45 – 17:45 | Polyfold Charts in Morse Theory |
May 18, Wednesday
|
Time |
|
---|---|---|
Lecture 9 (Hofer) | 9:00 – 10:00 | Fredholm operators II: Global Theory |
Lecture 10 (Abbas) | 10:15 – 11:15 | Cauchy Riemann operator as a Polyfold Fredholm Section I |
Problem session 5 (Hofer et al.) |
11:30 – 12:30 | Questions and Answers |
|
Lunch break | |
Problem session 6 (Wysocki) |
14:00 – 15:00 | Gradient flow in Morse Homology I |
Problem session 7 (Wysocki) |
15:15 – 16:15 | Gradient flow in Morse Homology II |
May 19, Thursday
|
Time |
|
---|---|---|
Lecture 11 (Hofer) | 9:00 – 10:00 | Cauchy Riemann Operator as a Polyfold Fredholm section II |
Lecture 12 (Hofer) | 10:15 – 11:15 | Transversality and Perturbations |
Lecture 13 (McDuff) | 11:30 – 12:30 | Polyfold
Groupoids and Multi-Sections |
|
Lunch break | |
Lecture 14 | 14:00 – 15:00 | Fredholm Theory and Operations I |
Problem session 8 (Fish, Siefring) | 15:15 – 16:15 | A
finite-dimensional example for operations |
|
Coffee break | |
Problem session 9 (Fish, Siefring) | 16:45 – 17:45 | Operations in the Morse Homology set-up/Floer Theory. |
May 20, Friday
|
Time |
|
---|---|---|
Lecture 15 (Hofer) | 9:00 – 10:00 | Polyfold Fredholm Theory with Operations II |
Lecture 16 (Hofer) | 10:15 – 11:15 | Polyfold Fredholm Theory with Operations III |
Problem session 10 (Hofer et al.) | 11:30 – 12:30 | Questions and Answers |
|
Lunch break | |
Lecture 17 (Hofer) | 14:00 – 15:00 | Application to SFT I |
Lecture 18 (Hofer) | 15:15 – 16:15 | Application to SFT II |
|
Coffee break | |
Problem session 11 (Hofer et al.) | 16:45 – 17:45 | Questions
and Answers |