科研之友
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摘要
In Finsler geometry, minimal surfaces with respect to the Busemann-Hausdorff measure and the Holmes-Thompson measure are called BH-minimal and HT-minimal surfaces, respectively. In this paper, we give the explicit expressions of BH-minimal and HT-minimal rotational hypersurfaces generated by plane curves rotating around the axis in the direction of dimensional real vector space euclidean metric, one form constant length b dual vector with respect as an application we first give the explicit expressions of the forward complete BH-minimal rotational surfaces generated around the axis in the direction of Beta.
