Rabinowitz floer
WebRabinowitz Floer homology, string topology and Floer homotopy theory. Institut Thématique Interdisciplinaire IRMIA++. Strasbourg (67) CDI. Rabinowitz Floer homology, string topology and Floer homotopy theory. It brings together a research cluster and a master-doctorate training program, relying on ... Webversion of the Rabinowitz Floer homology studied by Cieliebak-Frauenfelder-Oancea in [11] and akin to the Rabinowitz Floer homology of negative line bundles studied by Albers …
Rabinowitz floer
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WebRabinowitz Floer homology was defined in as an invariant of exact contact hypersurfaces in exact convex symplectic manifolds. This paper represents the 1st step towards extending … WebDec 15, 2015 · With the Rabinowitz–Floer approach, the computations rely mainly on the geometric structure of the non-linearity rather than its growth at infinity, indeed as we will see the homology will depend only on the geometry of the set S = { F ( u) = 0 }. The idea is to consider a new functional with a Lagrange multiplier I ( u, λ) = 1 2 〈 L u, u ...
Web[AF10c] Albers, P. and Frauenfelder, U. Spectral invariants in Rabinowitz Floer homology and global Hamiltonian perturbations. (2010), arXiv:1001.2920.Google Scholar [AM09] [AM09] Albers, P. and McLean, M. Non-displaceable contact embeddings and infinitely many leaf-wise intersections, arXiv:0904.3564, to appear in Journal of Symplectic ... WebApr 11, 2024 · These include lower bounds on the number of Reeb chords between a Legendrian and its contact Hamiltonian image, the non-degeneracy of the Chekanov/Hofer/Shelukhin Legendrian metric, and some 3-dimensional non-squeezing results. The main tool is the barcode of a relative Rabinowitz Floer theory. This is joint …
WebThis is used to derive existence and multiplicity results for leaf-wise intersection points in hypersurfaces of restricted contact type in general exact symplectic manifolds. The … WebKai Cieliebak, Urs Frauenfelder and Alexandru Oancea Rabinowitz Floer homology and symplectic homology Annales Scientifiques de l'École Normale Supérieure 43, 957-1015 (2010) PDF BibTeX RIS DOI. Kai Cieliebak, Urs Frauenfelder and Gabriel P. Paternain Stability is not open Annales de l’institut Fourier 60, 2449-2459 (2010) PDF ...
WebNov 12, 2014 · The Floer-Rabinowitz Homology and Infinite Dimensional Dynamical Systems (November 2014) Venue: NAB 006, New Academic Building. Date: November 12, 2014. ... In this talk, we will present recent work in the construction of a Floer type homology related to strongly indefinite functionals.
WebFeb 22, 2024 · Speaker:Jungsoo Kang（Seoul National University）Time:10:00-11:00, Mar 10, 2024Room:Tencent Meeting:584 808 524,no passwordIn my previous work with Peter … nusit workspace oneWebDec 15, 2011 · Rabinowitz Floer homology is the semi-infinite dimensional Morse homology associated to the Rabinowitz action functional used in the pioneering work of Rabinowitz. … nus it software centerWebApr 10, 2024 · New consequences of this framework include a Mayer– Vietoris exact sequence for symplectic homology, invariance of Rabinowitz Floer homology under subcritical handle attachment, and a new ... no hole hingesWebRabinowitz Floer homology was defined in [6] as an invariant of exact contact hypersur-faces in exact convex symplectic manifolds. This paper presents the first result in … nus jonathan scarlettWebRABINOWITZ FLOER COMPLEX WITH DGA COEFFICIENTS The LCH-version of the Rabinowitz Floer complex was constructed by Legout in [Leg20]. For our purposes, we need a version with Ce A-coefficients. Let Λ1 be a small push-off of Λ0 = Λ constructed by a perturbation of the negative Reeb flow applied toΛ0. THE RABINOWITZ–FLOER COMPLEX … nus it software for studentWebMay 28, 2024 · Abstract: Rabinowitz-Floer homology is the Morse-Bott homology in the sense of Floer associated with the Rabinowitz action functional introduced by Kai Cieliebak and Urs Frauenfelder in 2009. In our work, we consider a generalisation of this theory to a Rabinowitz-Floer homology of a Liouville automorphism. As an application, we show the … nus it supportWebThis paper represents a first step toward the extension of the definition of Rabinowitz Floer homology to non-compact energy hypersurfaces in exact symplectic manifolds. More concretely, we study under which conditions it is possible to establish L ∞ -bounds for the Floer trajectories of a Hamiltonian with non-compact energy levels. nus it website