Georg CantorYou are currentlynot logged in Click here to log in |
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Mathematicians call Infinite numbers "Transfinite numbers" (well they would, wouldn't they?)
Cantor formulated the Continuum Hypothesis, and defined the Cantor Set.
There is a podcast by Marcus du Sautoy, accessible from this page:
Banach-TarskiParadox ContinuumHypothesis RationalNumber ZornsLemma |
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CantorSet CountableSet TransfiniteNumbers UncountableSet |
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ContinuumHypothesis FamousPeople NaturalNumber RealNumber |
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Denominator Numerator SquareNumber |
Axiom CountingNumber Integer RationalNumber |
AlgebraicNumber CategoryMetaTopic CauchySequence ContinuedFraction DedekindCut IrrationalNumber TranscendentalNumber WholeNumber |
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