Model Ultraproducts

Part of the Studies in Universal Logic book series (SUL)


The ultraproduct construction on models is one of the most important devices used by ‘first order model theory’, which is that part of model theory relying upon ‘first order’ quantifiers (handled by representable signature morphisms) and finiteness at various syntactic levels such as arities of symbols, atoms, quantification, and logical connectives.


Kripke Model Relation Symbol Forgetful Functor Product Construction Directed Diagram 
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Copyright information

© Birkhäuser Verlag AG 2008

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