Logic Seminar
Meeri Kesala
UIC/Helsinki
Examples and problems in the context of finitary abstract elementary classes
Abstract: Finitary abstract elementary classes is a subclass of AECs which
was motivated by some well-behaved syntactical examples of AECs such as
excellent sentences in $L_{\omega_1,\omega}$ and homogeneous model theory, which
however lack compactness.
We present some examples of these frameworks and discuss which properties
of the latter ones do or do not generalize to finitary AECs.
Tuesday November 13, 2007 at 4:00 PM in SEO 427