An N-truncated flow category with a U-brane produces a Steenrod algebra action on monotone Lagrangian Floer cohomology, giving new clean-intersection restrictions for RP^n in CP^n.
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Floer homotopy theory for monotone Lagrangians
An N-truncated flow category with a U-brane produces a Steenrod algebra action on monotone Lagrangian Floer cohomology, giving new clean-intersection restrictions for RP^n in CP^n.