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SUMMARY:Introduction to Flow Categories (Part I) - Samuel Muñoz Echániz
DTSTART:20240319T130000Z
DTEND:20240319T140000Z
UID:TALK211897@talks.cam.ac.uk
CONTACT:Adrian Dawid
DESCRIPTION:Floer homotopy theory proposes to attach a stable homotopy typ
 e to the geometric data arising from some version of Floer homology. A cru
 cial ingredient in doing so is the concept of “flow category”. \n\nThi
 s first (of two) talk will serve as a friendly introduction to stable homo
 topy theory. I will explain the use of spectra in understanding generalize
 d cohomology theories and also describe the Pontryagin—Thom construction
 \, which will play an important role in the next talk.
LOCATION:MR13
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