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<> operator

Name: Anonymous 2007-07-14 8:37 ID:DWRQwZU8

discuss

Name: Anonymous 2007-07-16 10:51 ID:kObCZydV

>>40
its more likely than you think

Name: Anonymous 2007-07-16 10:54 ID:tF4avQN+

It's more likely than you think!

>XXXXXXXXXXXXXXO<=

Name: Anonymous 2007-07-16 11:43 ID:Heaven

>>29,30
The point was to make it hideously verbose, which is the exact opposite of what the <> operator does.

>>35
Your use of <> defeats the point I was making when I posted >>28.

Name: Anonymous 2009-01-14 14:35

everything worth doing requires monads

Name: Anonymous 2009-07-12 3:22

Loop xx The problem here is obviously   that a very   bad idea Your   message was perhaps   one of the   paintings have been   tolled constantly !

Name: Anonymous 2011-02-02 23:51

Name: Anonymous 2013-09-01 13:20


Set theory is commonly employed as a foundational system for mathematics, particularly in the form of Zermelo–Fraenkel set theory with the axiom of choice. Beyond its foundational role, set theory is a branch of mathematics in its own right, with an active research community. Contemporary research into set theory includes a diverse collection of topics, ranging from the structure of the real number line to the study of the consistency of large cardinals.

Name: Anonymous 2013-09-01 15:37


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. Bertrand Russell and Ernst Zermelo independently found the simplest and best known paradox, now called Russell's paradox: consider "the set of all sets that are not members of themselves", which leads to a contradiction since it must be a member of itself, and not a member of itself.

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