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| | Proceedings of the American Mathematical Society |
 | | ), i.e., the category of ultrametric spaces and non-expanding maps is a reflective subcategory in the category of all metric spaces and the same maps. |
 | | Keywords: Metric space, ultrametric space, proximity space, complete space, compactification, Smirnov compactification, uniform equivalence, non-expanding map, subdominant ultrametric, ultrametrization of metric space, Boolean algebra, category, functor, reflective functor, ultrametrization functor, isomorphism of categories |
 | | R. Rammal, G. Toulouse, and M. Virasoro, Ultrametricity for physicists, Rev. Modern Physics 58 (1986), 765-788. |
| 0-www.ams.org.library.uor.edu /proc/2003-131-03/S0002-9939-02-06605-4/home.html (615 words) |
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