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Showing 1 to 3 of 3 for “"homogeneous manifold"”.
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Derived categories of coherent sheaves on rational homogeneous manifolds
… M. M. Kapranov generalized this result to flag manifolds of type $A_n$ and quadrics. In another direction, Y. Kawamata has recently proven existence of complete exceptional sequences on toric varieties. Starting point of the present work is a conjecture of F. Catanese which says that on every …
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Ambient Obstruction Solitons And Homogeneous Gradient Bach Solitons
… a more general set of objects. Endowing a smooth manifold with a Riemannian metric allows us to measure length and angle in a way such that length is positive. This enables us to examine measures of curvature on a manifold. The study of manifolds with such metrics is called Riemannian geometry. …
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Ambient Obstruction Solitons and Homogeneous Gradient Bach Solitons
… a more general set of objects. Endowing a smooth manifold with a Riemannian metric allows us to measure length and angle in a way such that length is positive. This enables us to examine measures of curvature on a manifold. The study of manifolds with such metrics is called Riemannian geometry. …