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Antongiulio Fornasiero
Antongiulio Fornasiero
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Title
Cited by
Cited by
Year
Locally o-minimal structures and structures with locally o-minimal open core
A Fornasiero
Annals of Pure and Applied Logic 164 (3), 211-229, 2013
322013
Integration on surreal numbers
A Fornasiero
KB thesis scanning project 2015, 2004
312004
Dimensions, matroids, and dense pairs of first-order structures
A Fornasiero
Annals of Pure and Applied Logic 162 (7), 514-543, 2011
272011
Embedding Henselian fields into power series
A Fornasiero
Journal of Algebra 304 (1), 112-156, 2006
272006
Definably complete Baire structures
A Fornasiero, T Servi
Fund. Math 209 (3), 215-241, 2010
242010
Generic solutions of equations with iterated exponentials
P D’Aquino, A Fornasiero, G Terzo
Transactions of the American Mathematical society 370 (2), 1393-1407, 2018
182018
Tame structures and open cores
A Fornasiero
arXiv preprint arXiv:1003.3557, 2010
182010
Algebraic entropy for amenable semigroup actions
D Dikranjan, A Fornasiero, AG Bruno
Journal of Algebra 556, 467-546, 2020
152020
How to avoid a compact set
A Fornasiero, P Hieronymi, E Walsberg
Advances in Mathematics 317, 758-785, 2017
152017
Towers of complements to valuation rings and truncation closed embeddings of valued fields
A Fornasiero, FV Kuhlmann, S Kuhlmann
Journal of Algebra 323 (3), 574-600, 2010
152010
Generic derivations on o-minimal structures
A Fornasiero, E Kaplan
Journal of Mathematical Logic 21 (02), 2150007, 2021
142021
A dichotomy for expansions of the real field
A Fornasiero, P Hieronymi, C Miller
Proceedings of the American Mathematical Society 141 (2), 697-698, 2013
142013
O-minimal cohomology: finiteness and invariance results
A Berarducci, A Fornasiero
Journal of Mathematical Logic 9 (02), 167-182, 2009
122009
Definable compactness for topological structures
A Fornasiero
Unpublished, 2015
102015
A fundamental dichotomy for definably complete expansions of ordered fields
A Fornasiero, P Hieronymi
The Journal of Symbolic Logic 80 (4), 1091-1115, 2015
82015
Relative Pfaffian closure for definably complete Baire structures
A Fornasiero, T Servi
Illinois Journal of Mathematics 55 (3), 1203-1219, 2011
82011
Definably connected nonconnected sets
A Fornasiero
Mathematical Logic Quarterly 58 (1‐2), 125-126, 2012
72012
Definably complete structures are not pseudo-enumerable.
A Fornasiero
Archive for Mathematical Logic 50, 2011
72011
Expansions of the reals which do not define the natural numbers
A Fornasiero
arXiv preprint arXiv:1104.1699, 2011
72011
Groups and rings definable in d-minimal structures
A Fornasiero
arXiv preprint arXiv:1205.4177, 2012
62012
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