Reverse Bonnesen style inequalities in a surface X_∈~2 of constant curvature
摘要
We investigate the isoperimetric deficit upper bound, that is, the reverse Bonnesen style inequality for the convex domain in a surface X2∈ of constant curvature via the containment measure of a convex domain to contain another convex domain in integral geometry. We obtain some reverse Bonnesen style inequalities that extend the known Bottema’s result in the Euclidean plane IE2.
引用本文（GB/T 7714）
Xia Yun. Reverse Bonnesen style inequalities in a surface X_∈~2 of constant curvature[J]. 未知来源, 2013.
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