A short proof of cuplength estimates on Lagrangian intersections
Symplectic Geometry
2024-09-16 v3
Abstract
In this note we give a short proof of Arnold's conjecture for the zero section of a cotangent bundle of a closed manifold. The proof is based on some basic properties of Lagrangian spectral invariants from Floer theory.
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@article{arxiv.2112.10156,
title = {A short proof of cuplength estimates on Lagrangian intersections},
author = {Wenmin Gong},
journal= {arXiv preprint arXiv:2112.10156},
year = {2024}
}
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