Abstract
In this paper we get some new examples of non-Riemannian Einstein–Randers metrics on homogeneous manifolds G/H when G is either the compact simple Lie group F4 or G2. Based on the discussions associated with Kähler C-spaces, we obtain some new Einstein Riemannian metrics on some homogeneous manifolds and prove that they admit non-Riemannian Einstein–Randers metrics.
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