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GENERALIZED AMALGAMATION AND HOMOGENEITY.

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 relation...

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Published in:Journal of Symbolic Logic Vol. 82; no. 4; pp. 1409 - 1422
Main Author: PALACÍN, DANIEL
Format: Article
Published: Cambridge University Press Dec2017
Subjects:
Homogeneity
Mathematical analysis
Reversible computing
Numerical analysis
Limits (Mathematics)
Online Access:View this record in EBSCOhost

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