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Video: Fabrizio Barroero, "Counting algebraic integers of fixed...
www.birs.ca
Fabrizio Barroero speaking at BIRS workshop, The Geometry, Algebra and Analysis of Algebraic Numbers, on Monday, October 5, on the topic: Counting...
Netzwerk-Profile
LinkedIn: Fabrizio Barroero | LinkedIn
Fabrizio Barroeros berufliches Profil anzeigen LinkedIn ist das weltweit größte berufliche Netzwerk, das Fach- und Führungskräften wie Fabrizio Barroero dabei ...
LinkedIn: Fabrizio Barroero | LinkedIn
LinkedIn is the world's largest business network, helping professionals like Fabrizio Barroero discover inside connections to recommended job candidates, ...
Firmen-Mitarbeiter
Model Theory, LYMoTS
personalpages.manchester.ac.uk
11:00-12:00, Fabrizio Barroero (Manchester), Unlikely intersections in families of powers of elliptic curves. Abstract: Let E_t be the Legendre elliptic curve of ...
Herkunft
Fabrizio Barroero - The Mathematics Genealogy Project
www.genealogy.math.ndsu.nodak.edu
Dissertation: Counting lattice points, o-minimal structures and applications. Mathematics Subject Classification: 11—Number theory. Advisor 1: Robert Franz ...
Bücher
The Arithmetic of Elliptic Curves - Joseph H. Silverman - Google Books
books.google.de
The theory of elliptic curves is distinguished by its long history and by the diversity of the methods that have been used in its study. This book treats the...
Dokumente zum Namen
[ v3] Algebraic $S$-integers of fixed degree and bounded...
arxiv.org
From: Fabrizio Barroero [view email] [v1] Mon, 30 Sep :10:47 GMT (19kb) [v2] Fri, 28 Mar :26:36 GMT (20kb) [v3] Thu, 11 Sep :57:
Further Information
fuchsc.sbg.ac.at
Speaker: Fabrizio Barroero, TU Graz Title: Counting integral points of fixed degree and bounded height The Weil height is a function that measures the arithmetic complexity of an algebraic number. By Northcott's Theorem, sets of algebraic numbers of uniformly bounded degree and height are finite. It is therefore natural to ...
[ ] Additive unit representations in global fields - A survey
arxiv.org
Title: Additive unit representations in global fields - A survey. Authors: Fabrizio Barroero, Christopher Frei, Robert F. Tichy. (Submitted on 1 Feb ...
[ ] Counting lattice points and o-minimal structures
arxiv.org
Authors: Fabrizio Barroero, Martin Widmer. (Submitted on 22 Oct (v1), last revised 27 Apr (this version, v2)). Abstract: Let be a lattice in $\R^n$, and let $Z\subseteq \R^{m+n}$ be a definable family in an o-minimal structure over $\R$. We give sharp estimates for the number of lattice points in the fibers $Z_T={x\in ...
Wissenschaftliche Veröffentlichungen
Workshop - O-Minimality and Applications - Participants
www.math.uni-konstanz.de
Mohammad Adm: University of Konstanz: Matthias Aschenbrenner: University of California, Los Angeles: Fabrizio Barroero: Scuola …
Workshop - O-Minimality and Applications - Talks
www.math.uni-konstanz.de
Workshop: O-Minimality and Applications. University of Konstanz, July Home; Programme. Speakers; Participants; Schedule; ... Fabrizio Barroero. Title: ...
Veröffentlichungen allgemein
Abstracts: 28th Journées Arithmétiques
at.yorku.ca
Fabrizio Barroero Counting lattice points and o-minimal structures. Abdelmejid BAYAD The Jacobi form DL, theta functions, and Eisenstein series. András Bazsó Diophantine problems concerning power sums. Farid BENCHERIF Congruences for binomial coefficients and harmonic numbers. A. Bérczes Effective results for ...
Counting algebraic integers of fixed degree and bounded height :...
archive.org
Let $k$ be a number field. For $\mathcal{H}\rightarrow \infty$, we give an asymptotic formula for the number of algebraic integers of absolute Weil height...
Artikel & Meinungen
Monatshefte für Mathematik – Wikisource
de.wikisource.org
Multiplicity of solutions for a NLS equations with magnetic fields in (\mathbb {R}^{N}\); Fabrizio Barroero: Counting algebraic integers of fixed ...
Sonstiges
Fabrizio Barroero | LinkedIn
www.linkedin.com
View Fabrizio Barroero's professional profile on LinkedIn. LinkedIn is the world's largest business network, helping professionals like Fabrizio Barroero discover ...
Internet Archive Search: creator:"Fabrizio Barroero"
archive.org
Counting lattice points and o-minimal structures - Fabrizio Barroero Let $\ Lambda$ be a lattice in $\R^n$, and let $Z\subseteq \R^{m+n}$ be a definable family in ...
Fabrizio Barroero - DML-PL - Yadda
pldml.icm.edu.pl
Informacje o twórcy. Adres strony. Kopiuj. Twórca. Fabrizio Barroero. Nazwisko. Barroero. Imię. Fabrizio. Role. autor (szukaj). Adres. Dane kontaktowe ...
Fabrizio Barroero | UMR Laboratoire de mathématiques
www-fourier.ujf-grenoble.fr
Two varieties whose dimensions do not sum up to at least the dimension of the ambient space should not intersect. This is the guiding philosophy that led several authors to propose conjectures about subvarieties of commutative algebraic groups and of Shimura varieties. After a brief historic introduction we will talk about ...
Torino Digitale
web.quotidianopiemontese.it
Numerosi gli ospiti che raccontano la propria esperienza di vita e di studio all'estero: Fabrizio Barroero (University of Technology, Graz), Milton Minervino ...
Algebraic Geometry
scirate.com
@misc{ , author = {Fabrizio Barroero and Laura Capuano}, title = {{L}inear relations in families of powers of elliptic curves}, year ...
Acta Arithmetica
www.infona.pl
Algebraic S-integers of fixed degree and bounded height · Fabrizio Barroero · Acta Arithmetica > > 167 > 1 > Let k be a number ...
Algebraic S-integers of fixed degree and bounded height - Acta...
pldml.icm.edu.pl
Fabrizio Barroero. Treść / Zawartość. https://www.impan.pl/download/pdf/aa Warianty tytułu. Języki publikacji. EN. Abstrakty. EN. Let k be a number field ...
All
www.impan.pl
Algebraic -integers of fixed degree and bounded height Fabrizio Barroero Acta Arithmetica 167 (2015) , MSC: Primary 11G50, 11R04.
Counting lattice points and o-minimal structures - Research - Royal...
pure.royalholloway.ac.uk
author = "Fabrizio Barroero and Martin Widmer",. year = "2013",. doi = " imrn/rnt102",. journal = "International Mathematics Research ...
Diophantine geometry
felix.unife.it
Fabrizio Barroero in Pisa Moritz Kerz in Regensburg Dino Lorenzini in Athens, GA Shinichi Mochizuki in Kyoto William Stein in Seattle Umberto Zannier in Pisa.
[PDF] CM RELATIONS IN FIBERED POWERS OF ELLIPTIC FAMILIES | Semantic...
www.semanticscholar.org
FABRIZIO BARROERO. Abstract. Let Eλ be the Legendre family of elliptic curves. Given n linearly inde- pendent points P1,...,Pn ∈ Eλ (Q(λ)) we prove that there are at most finitely many complex numbers λ0 such that Eλ0 has complex multiplication and P1(λ0),...,Pn(λ0) are dependent over End(Eλ0 ).
CM RELATIONS IN FIBERED POWERS OF ELLIPTIC FAMILIES | Journal of the...
www.cambridge.org
CM RELATIONS IN FIBERED POWERS OF ELLIPTIC FAMILIES - Volume 18 Issue 5
EUDML | Algebraic S-integers of fixed degree and bounded height
eudml.org
Algebraic S-integers of fixed degree and bounded height. Fabrizio Barroero · Acta Arithmetica (2015). Volume: 167, Issue: 1, page ; ISSN: Access Full Article. top. icon representing file type: icon-html.png Access to full text. icon representing file type: icon-pdf.png Full (PDF). Abstract. top Let k be a number ...
GDTGD
pazuki.perso.math.cnrs.fr
To this end we show that the volumes of the projections of ZT to an arbitrary j-dimensional subspace are bounded in terms of the volumes of the projections to the j-dimensional coordinate spaces and the family Z, but independently of T. This is joint work with Fabrizio Barroero." Semi-stabilité des réseaux et des fibrés.
L'esperienza di chi è partito dopo la laurea - la Repubblica.it
ricerca.repubblica.it
SARÀ l'aula informatizzata 5 di Palazzo Campana, in via Carlo Alberto 10, a ospitare il workshop «Welcome Home». Due giorni dedicati alla matematica e alla...
Laura Capuano | UMR Laboratoire de mathématiques
www-fourier.ujf-grenoble.fr
... result and explain how it applies to the problem of studying the solvability of the (almost-)Pell equation in polynomials. This is joint work with Fabrizio Barroero.
Verwandte Suchanfragen zu Fabrizio Barroero
Martin Widmer |
Personen Vorname "Fabrizio" (1778) Name "Barroero" (3) |
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