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Automorphisms of Galois coverings of generic -canonical projections This article has been downloaded from IOPscience. Please scroll down to see the full text article. 2009…

ar X iv :m at h 06 12 45 9v 3 m at h G T 15 F eb 2 00 7 QUANDLE COVERINGS AND THEIR GALOIS CORRESPONDENCE MICHAEL EISERMANN Dedicated to Professor Egbert Brieskorn on the…

Askold Khovanskii Askold Khovanskii Dept. Mathematics University of Toronto Toronto, Ontario, Canada ISBN 978-3-642-38840-8 ISBN 978-3-642-38841-5 (eBook) DOI 10.1007/978-3-642-38841-5

Strands of work Maps with automorphisms Arboreal Galois representations Primitive divisors Galois theory of quadratic rational functions with a non-trivial automorphism1…

Computing the Lie algebra of the differential Galois group of a linear differential system 22 Thomas Dreyfus 1 Joint work with A. Aparicio-Monforte 2 and J.-A. Weil 3 1University…

THE FUNDAMENTAL GROUP AND GALOIS COVERINGS OF HEXAGONAL SYSTEMS IN 3-SPACE J A DE LA PEÑA AND L MENDOZA Received 10 August 2005 Revised 1 August 2006 Accepted 11 October…

Differential Type Operators Rewriting Systems and Gröbner-Shirshov Bases Li GUO joint work with William Sit and Ronghua Zhang Rutgers University at Newark 1 Motivation:…

Galois Automorphisms and Classical Groups A A Schaeffer Fry and Jay Taylor Abstract In a previous work the second-named author gave a complete de- scription of the action…

1 GALOIS THEORY IN GENERAL CATEGORIES George Janelidze University of Cape Town 31 May 2009 Introduction This chapter describes a purely-categorical approach to Galois theory…

Dessins d’enfant Jeroen Sijsling Supervisor: Prof Dr J Top GR � Contents Introduction v 1 Covering theory and dessins d’enfant 1 11 Galois theory for coverings 1 12…

1 Galois groups and Galois representations 2 Geometric Galois representations 21 Tate modules 22 The cyclotomic character 23 The Tate module of an elliptic curve Remark 24…

Automorphisms Definition Suppose (X,A) and (Y,B) are two designs. They are said to be isomorphic if there exists a bijection α: X → Y such that if we apply α

Lecture 39. Galois and Galois Theory Figure 39.1 Évariste Galois and Louis-le-Grand. Earlier life Évariste Galois (1811 - 1832) was a French mathematician born in Bourg-la-…

Hopf-Galois and Bi-Galois Extensions Theresienstr. 39 80333 Munchen Contents 1. Introduction 1 2. Hopf-Galois theory 3 3. Hopf-bi-Galois theory 25 4. Appendix: Some tools

Galois theory for Hopf-Galois extensions Marcin Szamotulski Technical University of Lisbon Portugal mszamot@gmailcom For a comodule algebra over a Hopf algebra over arbitrary…

A.M. Cohen W. Danielewski G. Freudenburg H.W. Lenstra M. Miyanishi D. Wright SCIENTIFIC COMMITTEE ORGANIZING COMMITTEE L. Makar-Limanov W. Bosma L. Moser-Jauslin A. van den

a e Galois nce of vol 3 1983 ial cor- birings of Ga- er The e from simple alge- ence pired Journal of Algebra 289 2005 380–411 wwwelseviercomlocatejalgebr A Galois theory…

Mizuta, S. and Namba, M. Osaka J. Math. 43 2006, 137–178 GREENBERG’S THEOREM AND EQUIVALENCE PROBLEM ON COMPACT RIEMANN SURFACES Dedicated to Professor Masatake Kuranishi…

Chapter 5 Galois Theory In the work of Galois on roots of polynomials groups appeared for the first time in history. For this reason Galois theory was a very important step…

2 FOCUS February 2004 FOCUS is published by the Mathematical Association of America in January, February, March, April, May/June, August/September, October, November, and…