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What is Understanding Transfinite Numbers about?
Transfinite numbers are cardinal or ordinal numbers that are larger than finite numbers but not absolutely infinite. They were coined by Georg Cantor to avoid implications of infinity. Omega is the lowest transfinite ordinal number and defines the natural numbers. Aleph-null is the first transfinite cardinal number and defines the cardinality of the natural numbers. The continuum hypothesis states there are no cardinal numbers between aleph-null and the cardinality of the real numbers. Transfinite cardinals
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