Back حجة كانتور القطرية Arabic কান্টরের কর্ণ যুক্তি Bengali/Bangla Diagonalització de Cantor Catalan Cantorova diagonální metoda Czech Cantors diagonalbevis Danish Cantors zweites Diagonalargument German Cantor's diagonal argument English Diagonala argumento de Cantor Esperanto Argumento de la diagonal de Cantor Spanish Cantori diagonaaltõestus Estonian
Cantor's diagonal argument is a mathematical method to prove that two infinite sets have the same cardinality.[a] Cantor published articles on it in 1877, 1891 and 1899. His first proof of the diagonal argument was published in 1890 in the journal of the German Mathematical Society (Deutsche Mathematiker-Vereinigung).[2] According to Cantor, two sets have the same cardinality, if it is possible to associate an element from the second set to each element of the first set, and to associate an element of the first set to each element of the second set.
- ↑ "Finite and Infinite Sets". Computer Science. University of Texas at Austin. Archived from the original on 30 August 2016. Retrieved 28 August 2016.
- ↑ "Uber ein elementare Frage der Mannigfaltigkeitslehre". The Logic Museum. Retrieved 28 August 2016.
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