Theorem 3.8.1. Suppose given \phi _1(x_1, \ldots , x_ n), \ldots , \phi _ m(x_1, \ldots , x_ n) a finite collection of formulas of set theory. Let M_0 be a set. There exists a set M such that M_0 \subset M and \forall x_1, \ldots , x_ n \in M, we have
In fact we may take M = V_\alpha for some limit ordinal \alpha .
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Comment #3542 by Laurent Moret-Bailly on
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