Difference between revisions of "Gromov compactness implies properness"
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Latest revision as of 20:29, 7 June 2017
TODO: As claimed in regularized moduli spaces, show that Gromov compactness can be formulated as saying that for any the restricted section is proper.
Recall from [Definition 4.1 HWZ-III] that a section being proper requires the zero set to be compact.