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From the Continuity Problem of Set Potential to Georg Cantor Conjecture

2020
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American Journal of Applied Mathematics
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in 1878, Cantor puted forward his famous conjecture. Cantor's famous conjecture is whether there is continuity between the potential of the set of natural numbers and the potential of the set of real numbers. In 1900, Hilbert puted forward the first question of 23 famous mathematical problems at the International Congress of mathematicians in Paris. Purpose To study the continuity of set potential between the natural number set and the real number set, so as to provide mathematical support for

doi:10.11648/j.ajam.20200804.16
fatcat:yp4f322x4vemflgtylh3xzxgju