Publication | Open Access
The Evolution of the Weyl Tensor under the Ricci Flow
58
Citations
18
References
2011
Year
Geometric Partial Differential EquationGeometryPhysicsRiemannian GeometryGeometric FlowGlobal AnalysisRiemannian ManifoldEvolution EquationFlat Ricci SolitonsRicci Flow
We compute the evolution equation of the Weyl tensor under the Ricci flow of a Riemannian manifold and we discuss some consequences for the classification of locally conformally flat Ricci solitons.
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