论文标题
在真实的投影平面中剩余的收缩不平等
A systolic inequality with remainder in the real projective plane
论文作者
论文摘要
在半个世纪前，Loewner的学生P. M. Pu发表了第一篇收缩几何学的论文。事实证明，在实际投影平面上，PU与收缩期和任意度量的面积有关。我们证明了PU的收缩不平等的更强版本，其余术语。
The first paper in systolic geometry was published by Loewner's student P. M. Pu over half a century ago. Pu proved an inequality relating the systole and the area of an arbitrary metric on the real projective plane. We prove a stronger version of Pu's systolic inequality with a remainder term.
