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Exhaustive Gromov compactness for pseudoholomorphic curves. (arXiv:1811.09321v1 [math.SG])
来源于:arXiv
Here we extend the notion of target-local Gromov convergence of
pseudoholomorphic curves to the case in which the target manifold is not
compact, but rather is exhausted by compact neighborhoods. Under the assumption
that the curves in question have uniformly bounded area and genus on each of
the compact regions (but not necessarily global bounds), we prove a subsequence
converges in an exhaustive Gromov sense. 查看全文>>