Projectivized rank two toric vector bundles are Mori dream spaces

Mathematics – Algebraic Geometry

Scientific paper

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10 pages; Typos corrected, to appear in Communications in Algebra

Scientific paper

We prove that the Cox ring of the projectivization P(E) of a rank two toric
vector bundle E, over a toric variety X, is a finitely generated k-algebra. As
a consequence, P(E) is a Mori dream space if the toric variety X is projective
and simplicial.

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