Boolean algebras of elementary substructures II

Models of PAMonday, March 17, 20146:30 pmGC 4214.03

Roman Kossak

Boolean algebras of elementary substructures II

Roman Kossak

The City University of New York

This is a continuation of the talk from last week. I will show how to use minimal types to construct elementary end extensions with large interstructure lattices.

Roman Kossak is professor of mathematics at The City University of New York, at Bronx Community College and also at the CUNY Graduate Center. He conducts research in mathematical logic, especially in model theory of Peano Arithmetic.

Lattices of elementary substructureselementary end extensionsnonstandard models
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Posted by Roman Kossak on March 14th, 2014