A parameterized Lagrangian Floer homotopy type over the moduli space of Maslov data is constructed, yielding a two-point distinct-action lower bound for degenerate Lagrangian intersections in plumbings of cotangent bundles.
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Parameterized Lagrangian Floer homotopy
A parameterized Lagrangian Floer homotopy type over the moduli space of Maslov data is constructed, yielding a two-point distinct-action lower bound for degenerate Lagrangian intersections in plumbings of cotangent bundles.