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Preprint Number 1026
1026. Daniel Palacín Generalized amalgamation and homogeneity E-mail: Submission date: 31 March 2016. Abstract: In this paper we shall prove that any primitive finitely homogeneous structure with a supersimple theory satisfying a generalized amalgamation property is a random structure. This generalizes a result of Koponen for binary structures under additional geometrical assumptions. Furthermore, we point out a relation between generalized amalgamation, triviality and quantifier elimination in simple theories. Mathematics Subject Classification: Keywords and phrases: |
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