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Arend Bayer

University of Edinburgh

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Publication

Featured researches published by Arend Bayer.

Inventiones Mathematicae | 2014

MMP for moduli of sheaves on K3s via wall-crossing: nef and movable cones, Lagrangian fibrations

Arend Bayer; Emanuele Macrì

We use wall-crossing with respect to Bridgeland stability conditions to systematically study the birational geometry of a moduli space

Journal of the American Mathematical Society | 2014

Projectivity and birational geometry of Bridgeland moduli spaces

Arend Bayer; Emanuele Macrì

Journal of Algebraic Geometry | 2013

Bridgeland Stability conditions on threefolds I: Bogomolov-Gieseker type inequalities

Arend Bayer; Emanuele Macrì; Yukinobu Toda

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Duke Mathematical Journal | 2011

The space of stability conditions on the local projective plane

Arend Bayer; Emanuele Macrì

Geometry & Topology | 2009

Polynomial Bridgeland stability conditions and the large volume limit

Arend Bayer

M of stable sheaves on a K3 surface

Duke Mathematical Journal | 2017

Derived automorphism groups of K3 surfaces of Picard rank 1

Arend Bayer; Tom Bridgeland

International Mathematics Research Notices | 2004

Semisimple quantum cohomology and blowups

Arend Bayer

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Journal of Algebraic Geometry | 2014

Bridgeland stability conditions on threefolds II: An application to Fujita’s conjecture

Arend Bayer; Aaron Bertram; Emanuele Macrì; Yukinobu Toda

arXiv: Algebraic Geometry | 2007

Quantum cohomology of [C^N/\mu_r]

Arend Bayer; Charles Cadman

X: (a) We describe the nef cone, the movable cone, and the effective cone of

Compositio Mathematica | 2010

Quantum cohomology of [ N / μ r ]

Arend Bayer; Charles Cadman

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Collaboration

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Emanuele Macrì

Ohio State University

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Charles Cadman

University of British Columbia

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Yuri I. Manin

Max Planck Society

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Paolo Stellari

University of Milan

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Alastair Craw

University of Glasgow

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Chunyi Li

University of Edinburgh

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Ziyu Zhang

University of Bath

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Aaron Bertram

University of Utah

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Brendan Hassett

Rice University

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Yuri Tschinkel

New York University

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