论文标题

鬼泡沫审查制度

Ghost bubble censorship

论文作者

Ekholm, Tobias, Shende, Vivek

论文摘要

当嵌入式全体形态曲线的Gromov极限在域的某些组件上是恒定的,因此,非collaps的成分必须在附着点处表现出某种堕落的行为,例如高多重性或消失的全态衍生物。在这里,我们显示了仅大约J型塑形的地图的同样保留。

When a Gromov limit of embedded holomorphic curves is constant on some component of the domain, the non-collapsed component must exhibit some degenerate behavior at the attaching points, such as high multiplicity or vanishing of the holomorphic derivative. Here we show the same holds for maps which are only approximately J-holomorphic.

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