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Floer theory and reduced cohomology on open manifolds
Yoel Groman
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Corresponding author for this work
Einstein Institute of Mathematics
Research output
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Article
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peer-review
12
Scopus citations
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Dive into the research topics of 'Floer theory and reduced cohomology on open manifolds'. Together they form a unique fingerprint.
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Keyphrases
Cohomology
100%
Floe
100%
Open Manifolds
100%
Floer Theory
100%
Monotone
50%
Novel Technique
50%
Symplectic Manifold
50%
Functorial
50%
Periodic Orbits
50%
Lower Semicontinuity
50%
Floer Cohomology
50%
Continuity Properties
50%
Riemannian Geometry
50%
Displaceability
50%
Exhaust Method
50%
Homotopies
50%
Energy Confinement
50%
Functorial Property
50%
Non-Archimedean Analysis
50%
Mathematics
Manifold
100%
Homology
100%
Symplectic Manifold
33%
Homotopy
33%
Non-Archimedean Analysis
33%
Riemannian Geometry
33%
Orbit
33%