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A localized packing lemma for sets of bounded $\operatorname{VC}_2$-dimension
In the setting of abelian groups, Haussler's packing lemma implies that any subset of bounded $\operatorname{VC}$-dimension can be approximated by one of a small number of representative translates. While this exact statement is provably false under the weaker hypothesis that $A$ has bounded $\opera
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