Post Reopened by teil, Yemon Choi, Mariano Suárez-Alvarez, François G. Dorais, Pete L. Clark

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Almost any mathematical concept has antecedents, ; it builds on, or is related to, previously known concepts. But are there concepts that owe little or nothing to previous work?

The only example I know is Cantor's theory of sets. Nothing like his concrete manipulations of actual infinite objects had been done before.

    Post Closed as "subjective and argumentative" by S. Carnahan, Noah Snyder, Harry Gindi, Kevin Lin, Scott Morrison

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