### Some articles on *cantorian*:

New Foundations - Strong Axioms of Infinity

... but it is more natural to consider assertions about

... but it is 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") ...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 ... the restriction of the singleton map to A, is a set is not only**cantorian**set but strongly**cantorian**...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 that there are more real numbers than integers, and the "infinity of ... in set theory came around 1900, when it was discovered that**Cantorian**set theory gave rise to several contradictions, called antinomies or paradoxes ...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 ... 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 ...Related Subjects

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