Projective manifolds with splitting tangent bundles, I

Mathematics – Algebraic Geometry

Scientific paper

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plain tex, 24 pages

Scientific paper

We investigate the universal cover of projective threefolds whose tangent
bundle is a direct sum of subbundles in case the Kodaira dimension is not 1 and
2. We also prove results on Fano manifolds with splitting tangent bundles in
any dimension.

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