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A set which is closed and bounded, but not compact. (KEMathematics) View |
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A Closed and Bounded subset of a Metric Space need not be Compact |L30| Compactness @ Ranjan Khatu (Ranjan Khatu) View |
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Functional Analysis Class 29B Closed and bounded need not imply compactness (Liju Alex) View |
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Hilbert Spaces: sequentially closed and compact, compact implies closed and bounded, 1-23-23 part 2 (James Cook Math) View |
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Identifying Open, Closed, and Compact Sets | Real Analysis Exercises (Wrath of Math) View |
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Closed and Bounded - Example and not Examples (Columbia College - Math Department) View |
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401.9 Examples of non-compactness (Matthew Salomone) View |
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Open Covers, Finite Subcovers, and Compact Sets | Real Analysis (Wrath of Math) View |
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Compact Sets are Closed and Bounded (Mohamed Omar) View |
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Compact Sets (Adam Glesser) View |