Difference between revisions of "RTG workshop program"
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lecture 2: Polyfolds, bundles, and sections as topological objects (KW) | lecture 2: Polyfolds, bundles, and sections as topological objects (KW) | ||
| + | afternoon talk: 1-5minute flash talks by all participants | ||
| + | |||
| + | afternoon tutorial: scale calculus | ||
| + | |||
| + | afternoon working groups | ||
== Tuesday == | == Tuesday == | ||
Revision as of 08:19, 21 May 2017
Contents
Monday
lecture 1: Overview of construction (KW)
lecture 2: Polyfolds, bundles, and sections as topological objects (KW)
afternoon talk: 1-5minute flash talks by all participants
afternoon tutorial: scale calculus
afternoon working groups
Tuesday
lecture 3: Deligne-Mumford spaces (NB)
lecture 4: Smooth structures at interior points (scale calculus) (JF)
Wednesday
lecture 5: Smooth structures at nodes and Floer breaking (retractions) (JF)
lecture 6: Fredholm property (JF)
Thursday
lecture 7: Smooth structures with Morse flow lines (KW)
lecture 8: Global Polyfold Fredholm setup (isotropy) (NB)
afternoon talk: Zhengyi Zhou on Morse-Bott approach to invariance
Friday
lecture 9: Coherent perturbations (BEN!!)
lecture 10: Wish list of future constructions via polyfolds: homotopy units, bounding cochains... and more?
