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The arithmetic of fundamental groups : PIA 2010

Autor: Jakob Stix
Editora: Heidelberg ; New York : Springer-Verlag Berlin Heidelberg, ©2012.
Séries: Contributions in mathematical and computational sciences, v. 2.
Edição/Formato   e-book : Documento : Publicação de conferência : InglêsVer todas as edições e formatos
Base de Dados:WorldCat
Resumo:
This book acknowledges the varied incarnations of the fundemental group: pro-finite, L-adic, p-adic, pro-algebraic and motivic. It explores a weaelth of topics that range from anabelian geometry (in particular the section conjecture), the L-adic polylogarithm, gonality questions of mudular curves, vector bundles in connection with monodromy, and relative pro-algebraic completions, to a motivic version of Minhyong  Ler mais...
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Detalhes

Gênero/Forma: Electronic books
Conference proceedings
Congresses
Tipo de Material: Publicação de conferência, Documento, Recurso Internet
Tipo de Documento: Recurso Internet, Arquivo de Computador
Todos os Autores / Contribuintes: Jakob Stix
ISBN: 9783642239052 3642239056
Número OCLC: 773812353
Descrição: 1 online resource (xii, 380 p.)
Conteúdos: Part I Heidelberg Lecture Notes: 1 Heidelberg lectures on Coleman integration by A.Besser.- 2 Heidelberg lectures on fundamental groups by T. Szamuely.- Part II The Arithmetic of Fundamental Groups: 3 Vector bundles trivialized by proper morphisms and the fundamental group scheme, II by I. Biswas and J.P.P. dos Santos.- 4 Note on the gonality of abstract modular curves by A. Cadoret.- 5 The motivic logarithm for curves by G.Faltings.- 6 On a motivic method in diophantine geometry by M.Hadian.- 7 Descent obstruction and fundamental exact sequence by D. Harari and J. Stix.- 8 On monodromically full points of configuration spaces of hyperbolic Curves by Y.Hoshi.- 9 Tempered fundamental group and graph of the stable reduction by E.Lepage.- 10 Z/l abelian-by-central Galois theory of prime divisors by F.Pop.- 11 On l-adic pro-algebraic and relative pro- l fundamental groups by J.P.Pridham.- 12 On 3-nilpotent obstructions to pi_1 sections for P^1-_ -{0,1, } by K.Wickelgren.- 13 Une remarque sur les courbes de Reichardt-Lind et de Schinzel by O.Wittenberg.- 14 On l-adic iterated integrals V : linear independence, properties of l-adic polylogarithms, l-adic sheaves by Z. Wojtkowiak.- Workshop Talks
Título da Série: Contributions in mathematical and computational sciences, v. 2.
Responsabilidade: Jakob Stix, editor.

Resumo:

Explores a wealth of topics that range from anabelian geometry (in particular the section conjecture), the l-adic polylogarithm, gonality questions of modular curves, vector bundles in connection  Ler mais...

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