论文标题
IIB字符串类型的几何流量的估计值
Estimates for a geometric flow for the Type IIB string
论文作者
论文摘要
结果表明，所有导数顺序的边界将从公制和扭转1形式的均匀边界遵循，对于非kähler几何形状的流量，可以将其解释为IIB型字符串类型的流量或带有源术语和零斜率参数的异常流量的流动。证明中的一个关键成分是该流程与RICCI流的统一的表述，最近发现。
It is shown that bounds of all orders of derivative would follow from uniform bounds for the metric and the torsion 1-form, for a flow in non-Kähler geometry which can be interpreted as either a flow for the Type IIB string or the Anomaly flow with source term and zero slope parameter. A key ingredient in the proof is a formulation of this flow unifying it with the Ricci flow, which was recently found.
