6 citations · 13 across the 14 of their papers we have counts for
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math.LO2022★ 1 cited
Generic multiplicative endomorphism of a field
Christian d'Elbée
We introduce the model-companion of the theory of fields expanded by a unary function for a multiplicative map, which we call ACFH. Among others, we prove that this theory is NSOP$…
math.LO2022★ 2 cited
Vector spaces with a dense-codense generic submodule
Alexander Berenstein, Christian d'Elbée, Evgueni Vassiliev
We study expansions of a vector space over a field , possibly with extra structure, with a generic submodule over a subring of . We construct a natural ex…
math.LO2022
Enriching a predicate and tame expansions of the integers
Gabriel Conant, Christian d'Elbée, Yatir Halevi +2
Given a structure and a stably embedded -definable set , we prove tameness preservation results when enriching the induced structure on by some furt…