单词 | Cantor diagonal process |
释义 | Cantor diagonal process [`kän·tȯr dī`ag·ǝn·ǝl ´präs·ǝs] MATHEMATICS A technique of proving statements about infinite sequences, each of whose terms is an infinite sequence by operation on the nth term of the nth sequence for each n; used to prove the uncountability of the real numbers. |
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