Proves that injectivity of the quantum-to-Hochschild map implies split generation by the given Lagrangians and isomorphism of Fukaya (co)homology with quantum cohomology, extending the exact case.
Differential Geom
2 Pith papers cite this work. Polarity classification is still indexing.
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Constructs global Kuranishi charts for pseudo-holomorphic maps with boundary on Lagrangians of arbitrary genus and builds geometric foundations for compatible chain-level operations in open-closed DM field theories.
citing papers explorer
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Quantum cohomology and split generation in Lagrangian Floer theory
Proves that injectivity of the quantum-to-Hochschild map implies split generation by the given Lagrangians and isomorphism of Fukaya (co)homology with quantum cohomology, extending the exact case.
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Open-closed Deligne-Mumford field theories: geometric foundations
Constructs global Kuranishi charts for pseudo-holomorphic maps with boundary on Lagrangians of arbitrary genus and builds geometric foundations for compatible chain-level operations in open-closed DM field theories.