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LinkedIn: Leonardo Zapponi - Maître de conférences - Université LinkedIn
Sehen Sie sich das Profil von Leonardo Zapponi auf LinkedIn an, dem weltweit größten beruflichen Netzwerk. 4 Jobs sind im Profil von Leonardo Zapponi ...
Education
Leonardo ZAPPONI, 50 ans (PARIS, ROME) - Copains d'avant
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ZAPPONI Leonardo : Leonardo ZAPPONI, né en et habite PARIS. Aux dernières nouvelles il était à Université Paris 6 - Upmc à PARIS et il y est toujours. Il...
Section (0CCV): Inseparable maps—The Stacks projectstacks.math.columbia.edu › tag
stacks.math.columbia.edu
Comment #2367 by Leonardo Zapponi on February 10, at 22:00. Example contradicts the previous lemma. The problem comes from the fact that ...
Heritage
Leonardo Zapponi - The Mathematics Genealogy Projectwww.genealogy.math.ndsu.nodak.edu › ...
www.genealogy.math.ndsu.nodak.edu
Leonardo Zapponi. MathSciNet. Ph.D. Université de Franche-Comté France. Dissertation: Dessins d'enfants et action galoisienne. Mathematics Subject ...
Leila Schneps - The Mathematics Genealogy Project
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Université Paris VI - Pierre et Marie Curie: 2011: Ismael Souderes: Université Paris VI - Pierre et Marie Curie: 2009: Leonardo Zapponi: Université de Franche-Comté
Books & Literature
Leonardo Zapponi | XanEdu Customization Platform
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Author: Leonardo Zapponi. Results. On the 1-pointed curves arising as étale covers of the affine line in positive characteristic Springer Science+Business ...
Geometric Galois Actions
www.cambridge.org
Cambridge Core - Geometry and Topology - Geometric Galois Actions
Around Grothendieck's Esquisse D'un Programme - Alexandre...
books.google.de
The first of two volumes on anabelian algebraic geometry, this book contains the famous manuscript
Geometric Galois Actions: Volume 2, The Inverse Galois ...books.google.com › books
books.google.de
The Inverse Galois Problem The regular inverse Galois 116 Leonardo Zapponi.
Related Documents
[ v1] A singular property of the supersingular elliptic curve...
arxiv.org
Authors: Leonardo Zapponi. (Submitted on 21 Apr (this version), latest version 24 Apr (v3)). Abstract: Let $E$ be the supersingular ...
Abstractswww.mat.uniroma2.it › ~eal › reweb › abstracts
www.mat.uniroma2.it
In the second part of the talk (joint work with Marina Monsurrò and Leonardo Zapponi), we will also define Euclidean minima for function fields and give some ...
[math ] Lame curves with bad reduction
arxiv.org
Authors:Leonardo Zapponi. (Submitted on 14 Nov (v1), last revised 15 Nov (this version, v2)). Abstract: Lame curves are a particular class of elliptic ...
French-Chinese School on - Lucia Di Vizio - CNRSdivizio.perso.math.cnrs.fr › WUHAN
divizio.perso.math.cnrs.fr
15:20-16:05 Leonardo Zapponi. Lamé differential operators with finite monodromy and the supersingular curve in characteristic :10-16:
Scientific Publications
Vol. 361, No. 12, DECEMBER of Transactions of the American...
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This monthly journal, published since 1900, is …ed entirely toresearch in pure and applied mathematics, and, in general, includes longerpapers than those...
LandOfFree - Scientist - Leonardo Zapponi
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This week in the mathematics arXiv (22 Sep – 26 Sep) – Mombu
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Leonardo Zapponi: On the 1-pointed curves arising as etale covers of the affine line in positive characteristic math. ...
Publications
Fleurs, arbres et cellules: un invariant galoisien pour une ...link.springer.com › article
link.springer.com
Fleurs, arbres et cellules: un invariant galoisien pour une famille d'arbres. Leonardo Zapponi. Compositio Mathematica volume 122, pages113–133(2000)Cite ...
On the Belyi degree of a number field : Leonardo Zapponi : Free ...
archive.org
In this short note we introduce the Belyi degree of a number field K, which is the smallest degree of a dessin d'enfant having K as field of moduli ...
User talk:Leonardo Zapponi - Meta
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Hello Leonardo Zapponi, and welcome to the Wikimedia Meta-Wiki! This website is for coordinating and discussing all Wikimedia projects.
On a Question of Craven and a Theorem of Belyi - Open Access Library
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In this elementary note we prove that a polynomial with rational coefficients divides the derivative of some polynomial which splits in $\Q$ if and only if all...
Miscellaneous
Leonardo Zapponi | LinkedIn
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View Leonardo Zapponi's professional profile on LinkedIn. LinkedIn is the world's largest business network, helping professionals like Leonardo Zapponi ...
Internet Archive Search: creator:"Leonardo Zapponi"
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Some arithmetic proerties of Lame operators with dihedral monodromy - Leonardo Zapponi In this paper, we describe some arithmetic properties of Lame ...
MONSIEUR LEONARDO ZAPPONI (PARIS 15) Chiffre d'affaires, résultat,...
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MONSIEUR LEONARDO ZAPPONI à PARIS 15 (75015) RCS, SIREN, SIRET, bilans, statuts, chiffre d'affaires, dirigeants, cartographie, alertes, annonces ...
Zapponi - Statistique et signification - Zapponi Leonardofr.namespedia.com › details › Zapponi
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Leonardo Zapponi (1) Romulo Zapponi (1) Stephanie Zapponi (1) Michel Zapponi (1) Ferdinando Zapponi (1) Elisabetta Zapponi (1) Narciso Zapponi (1)
Monsieur Leonardo Zapponi (Paris, ) : siret, TVA, adresse...
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Société Monsieur Leonardo Zapponi (Paris, ) : numéro siret, siren, information, adresse, contact, numero tva intracommunautaire, bilan...
Catálogo de la biblioteca Antonio Monteiro - INMABB catalog ...bam.inmabb-conicet.gob.ar › cgi-bin › koha › opac-detail
bam.inmabb-conicet.gob.ar
... and cartographic groups -- Tim Hsu, Permutation techniques for coset representations of modular subgroups -- Leonardo Zapponi, Dessins d'enfants en genre ...
Bernardino Zapponi - Wikiwand
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Bernardino Zapponi, né le 4 septembre à Rome et mort le 11 février 2000, est un scénariste italien.
Info über Leonardo | Flickr
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Give Pro. Leonardo Zapponi. 1 Follower•1 Following. Joined About · Photostream · Albums · Faves · Galleries · Groups. JoinedJanuary · 0 views ·
Bounds for the Euclidean minima of function fields
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In this paper, we define Euclidean minima for function fields and give some bound for this invariant. We furthermore show that the results are analogous to...
A singular property of the supersingular elliptic curve in...
scirate.com
Leonardo Zapponi. Let E be the supersingular elliptic curve defined over k, the algebraic closure of the finite field with two elements, which is unique up to ...
Abstract
rivista.math.unipr.it
LEONARDO ZAPPONI Some arithmetic properties of Lamé operators with dihedral monodromy. Pages: Received: 17 March
Leonardo | Flickrwww.flickr.com › photos
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Leonardo. Follow. Give Pro. Leonardo Zapponi. 1 Follower•1 Following. Joined About · Photostream · Albums · Faves · Galleries · Groups ...
Notices Of The American Mathematical Society - AMSwww.mathaware.org › cgi-bin › notices › amsnotices
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Leonardo Zapponi August 2003; WHAT IS...a Bubble Tree? Thomas H. Parker June/July 2003; WHAT IS...a Worm? Harold P. Boas May 2003; WHAT IS...a Stack ...
Fleurs, arbres et cellules: un invariant galoisien pour une famille...
www.cambridge.org
Fleurs, arbres et cellules: un invariant galoisien pour une famille d'arbres - Volume 122 Issue 2
Giovani Ricercatori Italiani all'estero - Partecipantiwww.math.unipd.it/~chiarbru/convegno/Partecipanti.html
www.math.unipd.it
Evelina Viada-Aehle, Zurich, Punti algebrici di curve immerse in una varietà abeliana. Leonardo Zapponi, Lausanne, Invarianti di Legendre superiori ...
Opérateurs de Lamé à monodromie dihédrale et courbes elliptiques en...
math.univ-lille1.fr
Salle Kampé de Fériet - M2. Orateur: Leonardo Zapponi. Affiliation: Institut de Mathématiques de Jussieu. Dates: Lundi, 12 Mars, : :30. Résumé:.
Papers Motivated by Questions of Stefan Kohl
stefan-kohl.github.io
Leonardo Zapponi, Parametric solutions of Pell equations, This paper answers the question Parametric solutions of Pell's equation of ...
Programme
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15 février 2005: Leonardo Zapponi, Autour d'un théorème de Klein. 22 février 2005: Jonathan Aidan, Équations différentielles de type arithmétique.
Research papers on Mathematics from CyberLeninka science ...cyberleninka.org › article › mathematics
cyberleninka.org
We furthermore show that the results are analogous to those obtained in the number field case Piotr Maciak, Marina Monsurrò, Leonardo Zapponi.
Related-Work.net
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R u a zvan Li c t canu and Leonardo Zapponi. Properties of lam e operators with finite monodromy. In Groupes de Galois arithm tiques et diff rentiels , volume
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