Schedule (PDF file 64kb, updated 02 Mar 2024)                                  “***” indicates an online lecture.


Monday 4th March


 9:30 --   9:45 Registration and Opening


 9:45 -- 10:45 Shoji Yokura (Kagoshima University)

     On stratified spaces


11:00 -- 12:00 Paolo Giordano (University of Vienna)

     A conceptual introduction to Schwartz  distributions and Colombeau generalized functions


14:00 -- 15:00 Kazuhisa Shimakawa (Okayama University)

     Nonstandard diffeology and generalized functions


15:15 -- 16:15 Yukihiro Okamoto (Kyoto University)

     Construction of string homology of submanifolds by de Rham chains


16:30 -- 17:30 Jean-Pierre Magnot (University of Angers)

     On the geometry of equation manifolds ***



Tuesday 5th March


  9:45 -- 10:45 Shun Wakatsuki (Nagoya University)

     DGA models in rational homotopy theory and their computation --- cancelled


11:00 -- 12:00 Paolo Giordano (University of Vienna)

     How to deal with continuous functions as if they were smooth: Generalized smooth functions


13:45 -- 14:00 Group Photo (all of us)


14:00 -- 15:00 Atsushi Yamaguchi (Osaka Metropolitan University)

     Representations of groupoids in the category of plots


15:15 -- 16:15 Enxin Wu (Shantou University)

     Some open questions related to diffeological vector spaces


16:30 -- 17:30 Patrick Iglesias-Zemmour (The Hebrew University of Jerusalem)

     Example of Singular Reduction in Symplectic Diffeology



Wednesday 6th March


  9:45 -- 10:45 Kei Irie (Kyoto University)

     Chain level string topology and de Rham chains ***

                       

11:00 -- 12:00 David Miyamoto (Max Planck Institute for Mathematics)

     Lie groupoids determined by their orbit spaces



Thursday 7th March


  9:45 -- 10:45 Hiroshi Kihara (The University of Aizu)

     Categorical algebra of fiber bundles


11:00 -- 12:00 Paolo Giordano (University of Vienna)

     Ideas about the Grothendieck topos of generalized smooth functions


12:00 -- 12:30 Closing

Building-up Differential Homotopy Theory in Osaka,

March 4-7, 2024