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John Natawabe
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Sep 18 '12 at 6:13
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Sep
18
asked
Confusion regarding Russell's paradox
Sep
17
accepted
How to prove that Cantor's normal form can produce all ordinal numbers
Sep
17
accepted
How to prove that $\epsilon_0$ exists?
Sep
17
accepted
How to define countability of $\omega^{\omega}$ and $\omega_1$? in set theory?
Sep
17
awarded
Scholar
Sep
17
accepted
How does one prove that there are uncountable number of countable ordinals?
Sep
17
comment
How does one prove that there are uncountable number of countable ordinals?
Well, I know why sup exists... but I guess that might be useful to include. Not sure. And obviously why countable set of countable numbers are countable - I know that. :)
Sep
17
asked
How does one prove that there are uncountable number of countable ordinals?
Sep
17
asked
How to prove that Cantor's normal form can produce all ordinal numbers
Sep
17
awarded
Student
Sep
17
asked
How to prove that $\epsilon_0$ exists?
Sep
17
awarded
Editor
Sep
17
comment
How to define countability of $\omega^{\omega}$ and $\omega_1$? in set theory?
@MJD I changed the question a bit. Would you answer this question also? thanks.
Sep
17
revised
How to define countability of $\omega^{\omega}$ and $\omega_1$? in set theory?
added 143 characters in body; edited tags; edited title
Sep
17
asked
How to define countability of $\omega^{\omega}$ and $\omega_1$? in set theory?
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