POTENTIAL ISOMORPHISM OF ELEMENTARY SUBSTRUCTURES OF. A STRICTLY STABLE HOMOGENEOUS MODEL. SY-DAVID FRIEDMAN. TAPANI HYTTINEN. AND AGATHA C. WALCZAK-TYPKE.
The results herein form part of a larger project to characterize the classification properties of the class of submodels of a homogeneous stable diagram in ...
Abstract. The results herein form part of a larger project to characterize the classification properties of the class of submodels of a homogeneous stable ...
Abstract. The results herein form part of a larger project to characterize the classification properties of the class of submodels of a homogeneous stable ...
Potential isomorphism of elementary substructures of a strictly stable homogeneous model · S. Friedman, Tapani Hyttinen, A. Walczak-Typke · Published in Journal ...
The results herein form part of a larger project to characterize the classification properties of the class of submodels of a homogeneous stable diagram in ...
Abstract. The results herein form part of a larger project to characterize the classification properties of the class of submodels of a homogeneous stable.
Potential isomorphism of elementary substructures of a strictly stable homogeneous model. Sy-David Friedman, Tapani Hyttinen, Agatha Walczak-Typke.
We show that if M is a stable unsuperstable homogeneous structure, then for most κ ⩽ |M|, the number of elementary submodels of M of power κ is 2κ.
Missing: strictly | Show results with:strictly
Potential isomorphism of elementary substructures of a strictly stable homogeneous model. Author: Friedman, Sy D.; Hyttinen, Tapani; Walczak-Typke, Agatha C ...