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Compactness in metric spaces - UCL
www.ucl.ac.ukMATHEMATICS 3103 (Functional Analysis) YEAR 2012–2013, TERM 2 HANDOUT #2: COMPACTNESS OF METRIC SPACES Compactness in metric spaces The closed intervals [a,b] of the real line, and more generally the closed bounded subsets
Metric Spaces - Search
staff.um.edu.mt1 Distance J Muscat 1 Metric Spaces Joseph Muscat2003 (Last revised May 2009) (A revised and expanded version of these notes are now published by