TL;DR
This paper reviews Dusa McDuff's influential work in symplectic geometry, emphasizing her contributions to symplectic embedding problems and their impact on the field.
Contribution
It highlights McDuff's novel approaches and results in symplectic embedding problems, advancing understanding in symplectic topology.
Findings
New obstructions to symplectic embeddings
Classification results for symplectic manifolds
Development of techniques for embedding problems
Abstract
I describe some of McDuff's contributions to symplectic geometry, with a focus on symplectic embedding problems.
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