Nathaphon Boonnam, Rattanasak Hama, Sorin V. Sabau
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The geometry of Randers cylinders of revolution with non-constant navigation data along meridians
We study the structure of cut loci of a Finsler metric of Randers type defined on a cylindrical surface of revolution. Our Randers metrics are obtained by perturbing the Riemannian metric with a closed one-form, which is equivalent to the solution of Zerm
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