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Ep. 2 Least Upper Bound Property and Uncountability of Reals: Navigating Metric Space Topology 1 год назад


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Ep. 2 Least Upper Bound Property and Uncountability of Reals: Navigating Metric Space Topology

We grapple with the definition of the set of real numbers, eventually arriving at the statement of its least upper bound property. We also present the Cantor's diagonalization proof that the set of real numbers is uncountable. Problems for this series: https://github.com/LetsSolveMathProbl... Series playlist:    • Navigating Metric Space Topology   Your support is a heartfelt source of encouragement that propels the channel forward. Please consider taking a second to subscribe! Any likes, shares, comments, and constructive criticisms are much appreciated.

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