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Finite model property

In mathematical logic, a logic L has the finite model property if any non-theorem of L is falsified by some finite model of L. Another way of putting this is to say that L has the fmp if for every formula A of L, A is an L-theorem if and only if A is a theorem of the theory of finite models of L.

Example
A first-order formula with one universal quantification has the fmp. A first-order formula without function symbols, where all existential quantifications appear first in the formula, also has the fmp. == See also ==
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