Talk:Maximal consistent set

Isn't the following:

$Talk:Maximal consistent set$

Isn't the following:

The set is closed under a number of conditions internally modelling the T-schema:
- For example, for a set $S\!$ : $A\land B\in S$ iff $A\in S\land B\in S$ ,
- or, $(\exists x.\phi (x))\in S$ iff $\exists t\in T.(\phi (t))\in S)$ , where $T$ is the Herbrand universe of $S$ .

a consequence of point 1 and 3? Baarslag 00:10, 26 July 2005 (UTC)Reply

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