September 12, 2022 - September 16, 2022

Workshop [HYBRID WORKSHOP] Introductory Workshop: Floer Homotopy Theory

Show Schedules

Dusa McDuff: Floer Homology Foundations Pt 1
Alexander Kupers: Stable homotopy foundations: The Pontryagin-Thom construction
Nicholas Wilkins: Infinity Structures and Operads Pt 1
Nathaniel Bottman: Infinity Structures and Operads Pt 2
Chris Wendl: Floer Homology Foundations Pt 2
Anna Marie Bohmann: Stable Homotopy Foundations: Generalized Cohomology Theories
Nancy Hingston: Loop Spaces and Poincaré Duality Part 1: Topological Aspects
Alexandru Oancea: Loop Spaces and Poincaré Duality Part 2: Symplectic Aspects
Chris Wendl: Floer Homology Foundations Pt 3
Anna Marie Bohmann: Stable homotopy foundations: Introduction to spectra
Dusa McDuff: Floer Homology Foundations Pt 4
Chris Wendl: Floer Homology Foundations Pt 5
Alexander Kupers: Stable homotopy foundations: Atiyah duality and Poincaré duality
Inbar Klang: Thom Spectra and Orientations
Thomas Kragh: Spectral Orientations in Floer Theory
Anna Marie Bohmann: Stable homotopy foundations: Duality in Morava K-theory
Jianfeng Lin, XiaoLin Danny Shi, Zhouli Xu: Monopole Floer Theory and Homotopy Theory, Pt 1
Jianfeng Lin, XiaoLin Danny Shi, Zhouli Xu: Monopole Floer Theory and Homotopy Theory, Pt 2