Volume growth in the component of the Dehn-Seidel twist
Author(s)
Frauenfelder, Urs
Date issued
2005
In
Geometric and Functional Analysis
Vol
4
No
15
From page
809
To page
838
Subjects
LAGRANGIAN INTERSECTIONS SYMPLECTIC ACTION FLOER COHOMOLOGY MORSE-THEORY HOMOLOGY PERIODICITY GEOMETRY ENTROPY
Abstract
We consider an entropy-type invariant which measures the polynomial volume growth of submanifolds under the iterates of a map, and we show that this invariant is at least 1 for every diffeomorphism in the symplectic isotopy class of the Dehn-Seidel twist.
Publication type
journal article
File(s)