Abstract. We establish the choice property, a weak analogue of definable choice, for certain tame expansions of o-minimal structures. Most noteworthily, this property holds for dense pairs of real closed fields, as well as for expansions of o-minimal structures by a dense independent set.
Jun 23, 2020 · We establish the choice property, a weak analogue of definable choice, for certain tame expansions of o-minimal structures.
Aug 13, 2017 · Abstract:We establish the choice property, a weak analogue of definable choice, for certain tame expansions of o-minimal structures.
We establish the choice property, a weak analogue of definable choice, for certain tame expansions of o-minimal structures. Most noteworthily, dense pairs ...
Abstract: We establish the choice property, a weak analogue of definable choice, for certain tame expansions of o-minimal structures.
Aug 13, 2017 · We establish the choice property, a weak analogue of definable choice, for certain tame expansions of o-minimal structures.
Oct 8, 2020 · We study sets and groups definable in tame expansions of o-minimal structures. Let be an expansion of an o-minimal -structure M by a dense set P.
Aug 28, 2021 · Many people think of o-minimal structures as being a good candidate for Grothendieck's program of a tame topology, but not all of what he sought ...
Yayın Tarihi: Çarşamba, 1 Ocak, 2020 ; Yayın Indexi: SCI-E ; Yayin Birimi: Fen-Edebiyat Fakültesi ; Yayın Bölümü: Matematik ; Yayın Türü: Makale.
We propose new structures called almost o-minimal structures and -structures. The former is a first-order expansion of a dense linear order without endpoints.