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    Title   l  Vector bundles over normal varieties trivialized by finite morphisms DOI: 10.1007/s00013-011-0327-1
    Journal   l  Archiv der Mathematik 
    Year   l  2011
    Vol   l  97
    No   l  6
    Pages   l  523-527
    Author   l  Marco Antei and Vikram B. Mehta
    DownLoad    l 1323329863_0.306742.pdf  
Abstract. Let Y be a normal and projective variety over an algebraically
closed field k and V a vector bundle over Y. We prove that if there exist
a k-scheme X and a finite surjective morphism g : X → Y that trivializes
V then V is essentially finite.

Keyword

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