Bounding Lagrangian Intersections Using Floer Homotopy Theory
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Explore a research talk from the Joint IAS/Princeton/Montreal/Paris/Tel-Aviv Symplectic Geometry Zoominar where MIT researcher Kenneth Blakey presents innovative findings on bounding Lagrangian intersections through Floer homotopy theory. Discover a novel approach to establishing lower bounds for Lagrangian pair intersection points in exact settings, utilizing Steenrod squares on Lagrangian Floer cohomology defined through Floer homotopy type. Learn about cutting-edge developments in symplectic geometry during this 26-minute presentation that forms part of a series featuring three 20-minute research talks.
Syllabus
Bounding Lagrangian Intersections Using Floer Homotopy Theory - Kenneth Blakey
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Institute for Advanced Study