Well-defined & Wonderful

Uncountability of IR Part 2 -- Uncountability (with Fabian Gabel)


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This episode is the accompanying episode to the previous one. Here we dig deep into the different type of infinity of the real numbers. In fact as we set out to prove in this episode there are significantly more real numbers than naturals. More precisely, there is no way to label all the real numbers with distinct natural numbers and to reach to every real number. An absolutely amazing fact showing that our process of filling all those gaps the rationals had was a nontrivial step.

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Well-defined & WonderfulBy profmoppi