Reverse Bonnesen style inequalities in a surface X_∈2 of constant curvature

• 作 者: XIA YunWei XU WenXue ZHOU JiaZ
• 机 构: SchoolofMathematicsandStatistics,SoutheastGuizhouVocationalCollegeofTechnologyforNationalities
• 出 处: 中国科学：数学英文版
• 发表日期: 2013年6期
• 关键词: 常曲率 风格 反向 表面 积分几何 欧几里德 凸域 平面 isoperimetric deficit surface of constant curvatur
• 基金项目: supported by National Natural Science Foundation of China (Grant Nos.10971167, 11271302 and 11101336)

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 g