This paper explores the topology of monotone Lagrangian submanifolds $L$inside a symplectic manifold $M$ by exploiting the relationships between thequantum homology of $M$ and various quantum structures associated to theLagrangian $L$.
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机译：本文探讨了单调拉格朗日子流形$ L $在辛流形$ M $中的拓扑结构，它利用了$ M $的量子同源性与与Lagrangian $ L $相关的各种量子结构之间的关系。
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