Abstract
We construct explicit complete Ricci-flat metrics on the total spaces of certain vector bundles over flag manifolds of the group SU(n), for all Kähler classes. These metrics are natural generalizations of the metrics of Candelas–de la Ossa on the conifold, Pando Zayas–Tseytlin on the canonical bundle over mathbb {CP}^1times mathbb {CP}^1, as well as the metrics on canonical bundles over flag manifolds, recently constructed by van Coevering.
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