Kilian Barth und Kai Zehmisch - Info zur Person

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Kai Zehmisch's articles on arXiv

arxiv.org

Authors: Kilian Barth, Jay Schneider, Kai Zehmisch. Comments: Change from xypic to diagrams (by Paul Tayler), appendix added, referee comments incorporated.

Flexibility and symplectic fillabilityHumboldt-Universität zu Berlin

www2.mathematik.hu-berlin.de

von M Rothgang · — [BGZ16] Kilian Barth, Hansjörg Geiges, and Kai Zehmisch. “The diffeomorphism type of symplectic fillings”. arXiv: July 12, [BO09]. Frédéric ...

[ ] Symplectic dynamics of contact isotropic torus...

arxiv.org

Title:Symplectic dynamics of contact isotropic torus complements. Authors:Kilian Barth, Jay Schneider, Kai Zehmisch. (Submitted on 5 Oct (v1), last revised ...

[ ] The diffeomorphism type of symplectic fillingsarXiv

arxiv.org

von K Barth · · Zitiert von: 51 — Title:The diffeomorphism type of symplectic fillings. Authors:Kilian Barth, Hansjörg Geiges, Kai Zehmisch. Download a PDF of the paper titled ...

Münster Journal of Mathematicswww.uni-muenster.de › mjm › vol12

www.uni-muenster.de

Kilian Barth, Jay Schneider, and Kai Zehmisch Received May 15, 2018; accepted September 15, (Linus Kramer); A combinatorial model for tame frieze ...

The diffeomorphism type of symplectic fillings : Kilian Barth : Free ...archive.org › details › arxiv-1607

archive.org

by: Kilian Barth; Hansjörg Geiges; Kai Zehmisch. Publication date: Usage: http://arxiv.org/licenses/nonexclusive-distrib

Kai Zehmisch - Wikidatawww.wikidata.org › wiki

www.wikidata.org

· Kilian Barth. 1 reference. stated in · Mathematics Genealogy Project · Dominic Georg Jänichen. 1 reference.

Kai Zehmisch - ResearchGoogle Sites

sites.google.com

2016 – Kilian Barth. Homotopy type of fillings of unit stabilized cotangent – Kilian Barth. Coisotropic submanifolds in contact geometry. (joint with H ...

AMS :: Transactions of the American Mathematical Societywww.ams.org › journals › tran

www.ams.org

MR , DOI plms/pdu028 · Kilian Barth, Hansjörg Geiges, and Kai Zehmisch, The diffeomorphism type of symplectic fillings, J. Symplectic Geom.

JSG vol. 17 (2019) no. 4International Press of Boston

www.intlpress.com

— Kilian Barth, Hansjörg Geiges, and Kai Zehmisch. pp Toric generalized Kähler structures. Laurence Boulanger. pp

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Kilian Barth und Kai Zehmisch Person-Info