The geometry of a Randers rotational surface
classification
🧮 math.DG
keywords
randerssurfacecaserevolutionbehaviorclairautembeddedextension
read the original abstract
We study the behavior of geodesics on a Randers surface of revolution. The main tool is the extension of Clairaut relation from Riemannian case to the Randers case. Moreover, we show that our Randers surface of revolution can be embedded in a Minkowski space as hypersurface.
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