论文标题
全局$ \ varepsilon $ - 针对4维RICCI流动量标量曲率的限制性
Global $\varepsilon$-regularity for 4-dimensional Ricci flow with integral scalar curvature bound
论文作者
论文摘要
Ge-Jiang（Geom函数肛门27：1231-1256，2017）被证明是全球$ \ varepsilon $ - 带有有界标量曲率的4维RICCI流量的频率。在本说明中，我们将此结果扩展到标量曲率上的积分结合的4维RICCI流。
Ge-Jiang (Geom Funct Anal 27:1231-1256, 2017) proved global $\varepsilon$-regularity for 4-dimensional Ricci flow with bounded scalar curvature. In this note, we extend this result to 4-dimensional Ricci flow with integral bound on the scalar curvature.
