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We search for a set-up in which results from the theory of infinite models hold for finite models. As an example we prove results from stability theory.
In this paper, the following are proved:
We study the logical relationship of various forms of induction, as well as quantification operators in applicative theories. In both cases the introduced notion of
-strictness allows us to obtain the appropriate results.
Residuated fuzzy logic calculi are related to continuous t-norms, which are used as truth functions for conjunction, and their residua as truth functions for implication. In these logics, a negation is also definable from the implication and the truth constant
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