### Some articles on *cantorian*:

New Foundations - How NF(U) Avoids The Set-theoretic Paradoxes

... A set which satisfies the intuitively appealing is said to be

... A set which satisfies the intuitively appealing is said to be

**cantorian**a**cantorian**set satisfies the usual form of Cantor's theorem ... condition that, the restriction of the singleton map to A, is a set is not only**cantorian**set but strongly**cantorian**...Set Theory - History

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**Cantorian**set theory eventually became widespread, due to the utility of**Cantorian**concepts, such as one-to-one correspondence among sets, his proof that there are more real numbers than integers, and the "infin ... The next wave of excitement in set theory came around 1900, when it was discovered that**Cantorian**set theory gave rise to several contradictions, called ...Axioms Of Set Theory - History

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**Cantorian**set theory eventually became widespread, due to the utility of**Cantorian**concepts, such as one-to-one correspondence among sets, his proof ... The next wave of excitement in set theory came around 1900, when it was discovered that**Cantorian**set theory gave rise to several contradictions, called antinomies or paradoxes ...New Foundations - Strong Axioms of Infinity

... more natural to consider assertions about

... more natural to consider assertions about

**cantorian**and strongly**cantorian**sets ... The set of natural numbers is a strongly**cantorian**set ... to asserting that the sets A of that cardinality are**cantorian**(by a usual abuse of language, we refer to such cardinals as "**cantorian**cardinals") ...Related Subjects

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