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Homogeneous Ricci almost solitons
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classification
math.DG
keywords
almostconstantcurvaturehomogeneousriccieitherlocallymathbb
abstract
It is shown that a locally homogeneous proper Ricci almost soliton is either of constant sectional curvature or a product $\mathbb{R}\times N(c)$, where $N(c)$ is a space of constant curvature.
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