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Metrization of the Fell Topology and the Wijsman Topology for the Box Metric on Closed Downward Families
We study nonempty Box-closed families of metric measure spaces that are downward under the Lipschitz order. If a space is below a member in this order, it also belongs to the family. Such families need not be pyramids, because directedness is an additional condition. We define a metric on these fami
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