Coset-minimal groups (original) (raw)

Annals of Pure and Applied Logic, 2003

Abstract

A totally ordered group G (possibly with extra structure) is called coset-minimal if every definable subset of G is a finite union of cosets of definable subgroups intersected with intervals with endpoints in G {±∞}. Continuing work in Belegradek et al. (J. Symbolic Logic 65(3) (2000) 1115) ...

Viktor Verbovskiy hasn't uploaded this paper.

Create a free Academia account to let Viktor Verbovskiy know you want this paper to be uploaded.

Ask for this paper to be uploaded.