Browsing Office of the Vice President for Research and Innovation by Subject "K3 surfaces"

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  • Wray, Andrew (University of Oregon, 2020-09-24)
    We study the moduli space M of twisted Hermite-Einstein connections on a vector bundle over a K3 surface X. We show that the universal bundle can be viewed as a family of stable vector bundles over M parameterized by X, ...

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