Grothendieck topoi.- Interpretation of the logic in categories.- Axioms and rules of inference valid in categories.- Boolean and heyting valued models.- Completeness.- Existence theorems on geometric morphisms of topoi.- Conceptual completeness.- Theories as categories.- Classifying topoi.- Corrections to ¿first order categorical logic¿.
Grothendieck topoi.- Interpretation of the logic in categories.- Axioms and rules of inference valid in categories.- Boolean and heyting valued models.- Completeness.- Existence theorems on geometric morphisms of topoi.- Conceptual completeness.- Theories as categories.- Classifying topoi.- Corrections to ¿first order categorical logic¿.
Grothendieck topoi.- Interpretation of the logic in categories.- Axioms and rules of inference valid in categories.- Boolean and heyting valued models.- Completeness.- Existence theorems on geometric morphisms of topoi.- Conceptual completeness.- Theories as categories.- Classifying topoi.- Corrections to "first order categorical logic".
Grothendieck topoi.- Interpretation of the logic in categories.- Axioms and rules of inference valid in categories.- Boolean and heyting valued models.- Completeness.- Existence theorems on geometric morphisms of topoi.- Conceptual completeness.- Theories as categories.- Classifying topoi.- Corrections to "first order categorical logic".
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