Sylvy Anscombe
Sylvy Anscombe
Institut de Mathématiques de Jussieu-Paris Rive Gauche, Université de Paris
Verified email at imj-prg.fr - Homepage
Title
Cited by
Cited by
Year
An existential ∅-definition of F_q[[t]] in F_q((t))
W Anscombe, J Koenigsmann
The Journal of Symbolic Logic 79 (04), 1336-1343, 2014
14*2014
The existential theory of equicharacteristic henselian valued fields
S Anscombe, A Fehm
Algebra & Number Theory 10 (3), 665-683, 2016
122016
Approximation theorems for spaces of localities
S Anscombe, P Dittmann, A Fehm
Mathematische Zeitschrift 296, 1471-1499, 2020
62020
Denseness results in the theory of algebraic fields
S Anscombe, P Dittmann, A Fehm
Annals of Pure and Applied Logic 172 (8), 102973, 2021
52021
Characterizing diophantine henselian valuation rings and valuation ideals
S Anscombe, A Fehm
Proceedings of the London Mathematical Society 115 (2), 293-322, 2017
52017
Characterizing NIP henselian fields
S Anscombe, F Jahnke
arXiv preprint arXiv:1911.00309, 2019
42019
The model theory of Cohen rings
S Anscombe, F Jahnke
arXiv preprint arXiv:1904.08297, 2019
42019
Notes on extremal and tame valued fields
S Anscombe, FV Kuhlmann
42015
Definability in Henselian fields
WG Anscombe
University of Oxford, 2012
42012
Existentially generated subfields of large fields
S Anscombe
3*
A p‐adic analogue of Siegel's theorem on sums of squares
S Anscombe, P Dittmann, A Fehm
Mathematische Nachrichten 293 (8), 1434-1451, 2020
22020
Henselianity in the language of rings
S Anscombe, F Jahnke
arXiv preprint arXiv:1512.04588, 0
2*
Unmasked: the Science of Superheroes
S Anscombe, N Danino, SJ Robinson, CJ Tennick, RW Walsh, A Wilcox, ...
uclanpublishing, 2020
2020
A 𝒑-adic analogue of Siegel’s theorem on sums of squares
S Anscombe, P Dittmann, A Fehm
2020
One-dimensional F-definable sets in F ((t))
S Anscombe
arXiv preprint arXiv:1503.05803, 2015
2015
Séminaires: Séminaire de Logique Lyon-Paris
S Anscombe, O Finkel, A Khélif, S Rideau, T Tsankov, A Vignati
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Articles 1–16