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Bounding Sets in Metric Vector Spaces by Evandro Demétrio is a document available to read on EtoBox.

What is Bounding Sets in Metric Vector Spaces about?

This document discusses bounding subsets in metric vector spaces, particularly those that are not locally convex. It establishes a theorem stating that in a complete separable complex metric vector space with certain properties, a subset is bounding if and only if it is relatively compact. The paper also explores examples, including the space of complex sequences, and references previous studies on the topic.

Author

Evandro Demétrio

Language

EN