Quantitative and Toric Aspects of Symplectic Topology

AMERICAN MATHEMATICAL SOCIETYISBN: 9781470475956

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Sale price$288.00


Edited by Olguta Buse, Richard Hind, Jun Li
Imprint: AMERICAN MATHEMATICAL SOCIETY
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Format:
PAPERBACK
Dimensions:
254 x 178 mm
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Pages:
191

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Description

Olguta Buse, Indiana University, Indianapolis, IN, Richard Hind, University of Notre Dame, IN, and Jun Li, California State University, Northridge, CA

Articles Joseph Palmer, Integrable systems with symmetries: Toric, semitoric, and beyond Tian-Jun Li and Shuo Zhang, Lagrangian torus fibrations and visible non-orientable Lagrangians in rational surfaces Yichen Liu, A lower bound of the Hofer-Zehnder capacity via Delzant polytopes Olguta Buse and Jun Li, Symplectic inflation techniques and applications to embeddings, topological stability, and cones Jie Min and Shengzhen Ning, Almost complex geometry of symplectic log Calabi-Yau pairs with applications to almost toric fibrations Jonghyeon Ahn and Ely Kerman, On the symplectic capacity and mean width of convex bodies

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