Set Theory
If the Superset containing ALL sets
Cannot be said to include itself...
Then it excludes ALL that it includes.
G. Hall
p. 232
FOURTH INTERNATIONAL
ANTHOLOGY ON PARADOXISM
FLORENTIN SMARANDACHE
(editor)
Cannot be said to include itself...
Then it excludes ALL that it includes.
G. Hall
p. 232
FOURTH INTERNATIONAL
ANTHOLOGY ON PARADOXISM
FLORENTIN SMARANDACHE
(editor)
Labels: Inconsistent Math, Non-Standard Logic, Set Theory
posted by Greg Hall at
9:58 AM
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