[Turkmath:10131] IMBM Geometry/Topology Meetings: Saturday, November 8, 09:30-13:30

[Burak Özbağcı]

*** IMBM Geometry/Topology Meetings ****



Speakers: Çağrı Karakurt (Boğaziçi Üniversitesi), Özer Öztürk (Mimar Sinan Güzel Sanatlar Üniversitesi) Date & time: Saturday, November 8, 9:30 - 13:30



Program:



9:30-11:30  Çağrı Karakurt

Title: Pin(2) equivariant Seiberg-Witten Floer homology I: Different aspects of Morse homology

Abstract: It is well-known that the singular homology of a Riemannian manifold can be computed from the Morse complex whose chains are generated by the critical points of a Morse function and differential counts the flow lines connecting the critical points. I'll talk about slightly different versions of Morse complexes that can recover homology rel. boundary and equivariant homology. Finally I'll define the Conley index theory which is a generalization of the Morse homology but doesn't require some of its technical transversality conditions.



12:00-13:30 Özer Öztürk

Title: Introduction to tropical algebra

Abstract: We aim to introduce the algebraic setup that will be necessary for forthcoming talks in tropical geometry.



Place: IMBM Seminar Room, Bogazici University South Campus



http://www.imbm.org.tr/indexen.htm

http://www.imbm.org.tr/campus_map.htm



**



All interested are welcome to attend. The poster is attached. Please feel free to circulate.

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