DK Conjecture for Derived Categories of Grassmannian Flips

Nai Chung Conan Leung Department of Mathematics & Insitite of Mathematical Sciences, the Chinese University of Hong Kong Ying Xie Department of Mathematics & Insitite of Mathematical Sciences, the Chinese University of Hong Kong

Algebraic Geometry mathscidoc:1912.45001

The DK Flip Conjecture of Bondal-Orlov and Kawamata states that there should be an embedding of derived categories for any flip, which is known to be true for toroidal flips. In this paper, we construct new examples of Grassmannian flips that satisfy the DK Flip Conjecture.
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@inproceedings{naidk,
  title={DK Conjecture for Derived Categories of Grassmannian Flips},
  author={Nai Chung Conan Leung, and Ying Xie},
  url={http://archive.ymsc.tsinghua.edu.cn/pacm_paperurl/20191212142054252529605},
}
Nai Chung Conan Leung, and Ying Xie. DK Conjecture for Derived Categories of Grassmannian Flips. http://archive.ymsc.tsinghua.edu.cn/pacm_paperurl/20191212142054252529605.
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