
The classical Yamabe problem in Riemannian geometry states that every conformal class contains a metric with constant scalar curvature. In Finsler geometry, the C-convexity is needed in general. In this paper, we study the strong C-convexity of Randers metrics, and provide a result on the Yamabe problem for the metrics of Randers type.
randers metrics, yamabe problem, c-convex, QA1-939, Mathematics
randers metrics, yamabe problem, c-convex, QA1-939, Mathematics
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