The primal framework. II. Smoothness
John T. Baldwin, Saharon Shelah
Abstract
This is the second in a series of articles developing abstract classification theory for classes that have a notion of prime models over independent pairs and over chains. It deals with the problem of smoothness and establishing the existence and uniqueness of a `monster model'. We work here with a predicate for a canonically prime model.
Create a lesson
Related papers
An order-reversing embedding of Turing degrees into Arthur-Nimue-Merlin degrees (short version)
Jean Abou Samra, David A. Madore
Solving polynomials in large pseudo-finite sets
Alessandro Vegnuti
Idiosynchromatic Poetry
Thilo Weinert
Free Tn-Heyting algebras
Juan Manuel Cornejo, Andrés Gallardo, Paula Helt et al.
A true Π01 sentence independence of PA
Mohammad Golshani
Ultrahomogeneous hypertournaments
Rob Sullivan