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We limit axam to some major points of the talk, skipping all the minor details. The main hero of this note is the notion of the intended model of a theory. Some emphasis is put on the role of extremal axioms in the characterization of such models.

The notion of the intended model seems to be of some interest for linguists, too. This is one of the reasons for which this paper is published in a linguistic journal. Barwise Jon, Feferman Solomon eds. Benaceraff Paul, Putnam Hilary eds.


Englewood Cliffs, New Jersey: Analiza filozoficzna rozprawy Richarda Dedekinda “Stetigkeit und irrationale Zahlen”. Wydawnictwo Naukowe Akademii Pedagogicznej. Borsuk Karol, Szmielew Wanda.

Carnap Rudolf, Bachmann Friedrich. History and Philosophy of Logic 2, Set Theory and the Continuum Hypothesis.

Polish Journal of Philosophy

Enayat Ali, Kossak Roman eds. Nonstandard Models in Arithmetic and Set Theory.

Feferman Solomon, Friedman Harvey M. Einleitung in die Mengenlehre. Verlag von Julius Springer. Foundations of Set Theory.

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Wydawnictwo Aureus i Wydawnictwo Znak. Metamathematics of First-Order Arithmetic.

Models of Peano Arithmetic. Independence and Large Cardinals. Stanford Encyklopedia of Philosophy http: From Mathematics to Philosophy.

Remarks on Intended Models of Mathematical Theories

Routledge and Kegan Paul. Metodologia formalna nauk empirycznych. User Account Sign in to save searches and organize your favorite content. De Gruyter – Sciendo. Remarks on Intended Models of Mathematical Theories. Issue 2 First Online: Sign in to annotate.