“…EPPA for the class of all finite bowtie-free graphs was considered by Siniora [Sin17a,Sin17b] who gave a partial result for extending one partial automorphisms. Thanks to the general results on free amalgamation classes with unary functions the proof of the existence of a Ramsey expansion and of EPPA for the class of all finite bowtie-free graphs is now easy [EHN17, Setion 5.4] and in fact generalises to all known Cherlin-Shelah-Shi classes with one constraint [HN19, Section 4.4.2].…”
We survey recent developments concerning two properties of classes of finite structures: the Ramsey property and the extension property for partial automorphisms (EPPA).
“…EPPA for the class of all finite bowtie-free graphs was considered by Siniora [Sin17a,Sin17b] who gave a partial result for extending one partial automorphisms. Thanks to the general results on free amalgamation classes with unary functions the proof of the existence of a Ramsey expansion and of EPPA for the class of all finite bowtie-free graphs is now easy [EHN17, Setion 5.4] and in fact generalises to all known Cherlin-Shelah-Shi classes with one constraint [HN19, Section 4.4.2].…”
We survey recent developments concerning two properties of classes of finite structures: the Ramsey property and the extension property for partial automorphisms (EPPA).
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