GENERALIZED AMALGAMATION AND HOMOGENEITY
GENERALIZED AMALGAMATION AND HOMOGENEITY
Abstract In this paper we shall prove that any 2-transitive finitely homogeneous structure with a supersimple theory satisfying a generalized amalgamation property is a random structure. In particular, this adapts a result of Koponen for binary homogeneous structures to arbitrary ones without binary relations. Furthermore, we point out a relation …