Gluing complex discs to Lagrangian manifolds by Gromov's method
Alexandre Sukhov, Alexander Tumanov
TL;DR
This paper explores Gromov's theory related to complex discs and Lagrangian manifolds, providing insights into their geometric properties and interactions.
Contribution
It applies Gromov's method to analyze the attachment of complex discs to Lagrangian manifolds, advancing understanding of symplectic topology.
Findings
Gromov's method effectively constructs complex discs attached to Lagrangian manifolds
New insights into the structure of Lagrangian submanifolds in symplectic topology
Potential applications to symplectic invariants and topology
Abstract
The paper discusses some aspects of Gromov's theory.
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Taxonomy
TopicsGeometric and Algebraic Topology · Geometric Analysis and Curvature Flows · Mathematics and Applications