Cantor's diagonal argument: Revision history

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26 December 2023

3 September 2023

  • curprev 17:2417:24, 3 September 2023‎ RhubarbJayde talk contribs‎ 2,881 bytes +2,881‎ Created page with "Cantor's diagonal argument is a method for showing the uncountability of the set of real numbers. It is a proof by contradiction - one assumes that, towards contradiction, there is a bijection from the natural numbers to the real numbers, and then one constructs a real number not in the range of this function, which contradicts surjectivity. It may be rephrased as the assertion that every function from the naturals to the reals is non-surjective,..." Tag: Visual edit
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