Automorphisms of Certain Projective Bundles over Toric Varieties
Amassa Fauntleroy
Abstract
The automorphism group of a projective bundle P(E) over a simplicial toric variety is described when the bundle E is a direct sum of line bundles. Applications to study of moduli of complete intersections on toric varieties, including Calabi Yau m-folds and Del Pezzo surfaces, are indicated.
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