lgandersen

3 ms·

1. 1.▲
   by lgandersen 10y ago

   > To some extend this can be encoded in set theory, but only with ridiculously large (Mahlo) cardinals. I don't see why the size of Mahlo cardinals is ridiculous. Considering all the strongly inaccessible cardinals that have been di
2. 2.▲
   Fighting an endless and futile war against DMCA takedown abuse(ektoplazm.com)

   2 points by lgandersen 10y ago|0 comments
3. 3.▲
   by lgandersen 11y ago

   Just to clarify a little bit: For each integer n there is also an infinite amount of rationals (fractions) between n and n+1 and the rationals is also a countable set like the integers (just as 'infinite', so to speak). Quite coun