Kai Behrend und Derived - Info zur Person

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Symplectic Techniques in Derived Algebraic Geometry

warwick.ac.uk

Organisers: Kai Behrend and Barbara Fantechi. For details, see Kai Behrend's webpage · Aerial photograph of Maths Houses · How to get here. See also:

The derived scheme of stable sheaveshomepages.warwick.ac.uk › staff › seminar › Behrend

homepages.warwick.ac.uk

Speaker: Kai Behrend (UBC) Title: The derived scheme of stable sheaves. Abstract: I will describe a relatively simple construction of the derived scheme of ...

Derived $\ell $-Adic Categories for Algebraic Stacks - Kai Behrend,...

books.google.de

This text is intended for graduate students and research mathematicians interested in algebraic geometry, category theory and homological algebra.

Derived L-adic Categories for Algebraic Stacks - Kai Behrend - Google...

books.google.de

Kai Behrend. and every morphism x : Spec ¥qn — > X, the trace of the arithmetic Frobe- nius ^/i( — l)ltr<&q\hl(Rx'M) is absolutely convergent, no matter how we ...

Derived L-adic Categories for Algebraic Stacks - Kai Behrend - Google...

books.google.de

Kai Behrend. Whenever k : V — > W is a morphism in lc(X), then k induces in an obvious way a morphism of d-structures A. : Dy — > Av, where Dy and D\\. are ...

Derived E-Adic Categories for Algebraic Stacks : Kai A. Behrend :...

www.bookdepository.com

Derived E-Adic Categories for Algebraic Stacks by Kai A. Behrendavailable at Book Depository with free delivery worldwide.

Algebraic Geometry Seminar: Kai Behrend | Pacific Institute for the...

www.pims.math.ca

Algebraic Geometry Seminar: Kai Behrend. Date: ; Time: 15:00. Lecturer(s):. Kai Behrend. Location: University of British Columbia. Topic: Derived ...

The Virtual Fundamental Class and 'Derived' Symplectic Geometry ...studylib.net › Math › Geometry

studylib.net

The Virtual Fundamental Class and 'Derived' Symplectic Geometry Kai Behrend The University of British Columbia San Francisco, October 26, ...

The derived moduli space of stable sheaves - .edu › publications › the-derived-modul...

experts.umn.edu

Kai Behrend, Ionut Ciocan-Fontanine, Junho Hwang, Michael Rose. Mathematics. Research output: Contribution to journal › Article › peer-review.

Research of Ionut Ciocan-Fontanine

www-users.cse.umn.edu

Kai Behrend, Ionut Ciocan-Fontanine, Junho Hwang, and Michael Rose, The derived moduli space of stable sheaves, Algebra & Number Theory, 8(4) (2014), ...

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Barbara Fantechi
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