File:Georg Cantor 1894.png: Difference between revisions

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[[Georg Cantor (nonfiction)]] (1894).
Nonfiction: [[Georg Cantor (nonfiction)|Georg Cantor]] (1894).


== In the News ==
== In the News ==


<gallery mode="traditional">
<gallery>
File:Cantor set (four iterations).png|link=Set theory (nonfiction)|[[Georg Cantor|Cantor]] said to be "flattered but slightly embarrassed" by crime-fighter [[The Sigil (crime fighter)|The Sigil]]'s new [[Sigil (nonfiction)|sigil]].
File:Richard Dedekind.jpg|link=Richard Dedekind (nonfiction)|August 31, 1899: [[Georg Cantor (nonfiction)|Georg Cantor]] writes to [[Richard Dedekind (nonfiction)|Dedekind]], remarking that his "diagonal process" could be used to show that the power set of a set has more elements than the set itself.
File:Cantor set (four iterations).png|link=Cantor set (nonfiction)|Cantor said to be "flattered but slightly embarrassed" that the [[Cantor set (nonfiction)|Cantor set]] has become associated with crime-fighter [[The Sigil (crime fighter)|The Sigil]].
</gallery>
</gallery>


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* [[Abraham Fraenkel (nonfiction)]]
* [[Abraham Fraenkel (nonfiction)]]
* [[Cantor's diagonal argument (nonfiction)]]
* [[David Hilbert (nonfiction)]]
* [[Georg Cantor (nonfiction)]]
* [[Georg Cantor (nonfiction)]]
* [[Leopold Kronecker (nonfiction)]]
* [[Set theory (nonfiction)]]
* [[Set theory (nonfiction)]]


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Source: https://commons.wikimedia.org/wiki/File:Analysis_(Osnabr%C3%BCck_2014-2016)Vorlesung1.pdf
Source: https://commons.wikimedia.org/wiki/File:Analysis_(Osnabr%C3%BCck_2014-2016)Vorlesung1.pdf
[[Category:Nonfiction (nonfiction)]]
[[Category:Mathematicians (nonfiction)]]
[[Category:People (nonfiction)]]
[[Category:Photographs (nonfiction)]]
[[Category:Portraits (nonfiction)]]

Latest revision as of 08:29, 26 August 2018

Nonfiction: Georg Cantor (1894).

In the News

  • August 31, 1899: Georg Cantor writes to Dedekind, remarking that his "diagonal process" could be used to show that the power set of a set has more elements than the set itself.

    August 31, 1899: Georg Cantor writes to Dedekind, remarking that his "diagonal process" could be used to show that the power set of a set has more elements than the set itself.

  • Cantor said to be "flattered but slightly embarrassed" that the Cantor set has become associated with crime-fighter The Sigil.

    Cantor said to be "flattered but slightly embarrassed" that the Cantor set has become associated with crime-fighter The Sigil.

Fiction cross-reference

Nonfiction cross-reference

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Source: https://commons.wikimedia.org/wiki/File:Analysis_(Osnabr%C3%BCck_2014-2016)Vorlesung1.pdf

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