Adriano A. Medeiros
Abstract
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In this paper we prove a Michael-Simon inequality in the weighted setting and using this inequality we obtain a diameter control depending of the $f$-mean curvature, which is based in the work of Topping.
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In this paper we prove a Michael-Simon inequality in the weighted setting and using this inequality we obtain a diameter control depending of the $f$-mean curvature, which is based in the work of Topping.
Key concepts: Inequality, Mathematics, Curvature, Mean value, Value (mathematics), Work (physics), Pure mathematics, Applied mathematics