![String theory / Algebraic geometry / Homological algebra / Mathematical physics / Differential geometry / Homological mirror symmetry / Mirror symmetry / Triangulated category / Divisor String theory / Algebraic geometry / Homological algebra / Mathematical physics / Differential geometry / Homological mirror symmetry / Mirror symmetry / Triangulated category / Divisor](https://www.pdfsearch.io/img/cbfbc377f84d978725e00c5bf163f6b4.jpg) Date: 2016-04-06 07:35:52String theory Algebraic geometry Homological algebra Mathematical physics Differential geometry Homological mirror symmetry Mirror symmetry Triangulated category Divisor | | SPHERELIKE DIVISORS ANDREAS HOCHENEGGER Let X be a smooth projective variety of dimension d. An object S in Db (X) is called spherical if (1) Ext• (S, S) = k ⊕ k[−d];Add to Reading ListSource URL: www.iag.uni-hannover.deDownload Document from Source Website File Size: 99,21 KBShare Document on Facebook
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