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List of bibliographic references

Number of relevant bibliographic references: 20.
Ident.Authors (with country if any)Title
000329 (2010) Hugo Luiz Mariano [Brésil] ; Francisco Miraglia [Brésil]The Profinite Hull of Special Groups and Local-Global Principles
000377 (2010) Krzysztof Gawe Dzki [France] ; Rafał R. Suszek [Allemagne] ; Konrad Waldorf [États-Unis]Global Gauge Anomalies in Two-Dimensional Bosonic Sigma Models
000385 (2010) Daniel Krashen [États-Unis]Field Patching, Factorization, and Local–Global Principles
000530 (2009) S. V. Ludkovsky [Russie]Differentiability of functions: approximate, global, and differentiability along curves over non-archimedean fields
000E47 (2003) E. KowalskiSome local-global applications of Kummer theory
001177 (2001) Farshid Hajir [États-Unis] ; Christian Maire [France]Asymptotically Good Towers of Global Fields
001603 (1998) N. I. Kryuchkov [Russie]Injective and projective objects in the category of locally compact modules over the ring of integral values of a global field
001897 (1996) Kentaro Hori [Japon]Global aspects of gauged Wess-Zumino-Witten models
001B48 (1994) T. A. Springer [Pays-Bas]Reduction theory over global fields
002095 (1989) Barry Green [Allemagne]Functional equations for zeta functions of non-Gorenstein orders in global fields
002385 (1986) Egbert Brieskorn [Allemagne] ; Horst Knörrer [Allemagne]Global Investigations
002413 (1986) Egbert Brieskorn [Allemagne] ; Horst Knörrer [Suisse]9. Global investigations
002448 (1985) Jesús M. Ruiz [Espagne]On Hilbert's 17th problem and real Nullstellensatz for global analytic functions
002673 (1982) Jacek Bochnak [Pays-Bas] ; Wojciech Kucharz [Pologne] ; Masahiro Shiota [Japon]The divisor class groups of some rings of global real analytic, Nash or rational regular functions
002A27 (1978) ON PAIRINGS IN ELLIPTIC CURVES OVER GLOBAL FIELDS
002A40 (1978) Stuart Turner [Brésil]Adele rings of global field of positive characteristc
002A98 (1977) H. W. Lenstra Jr. [Pays-Bas]On Artin's conjecture and Euclid's algorithm in global fields
002D89 (1973) H. Bass ; J. TateThe Milnor ring of a global field
002E61 (1972) Jan-Erik Björk [Suède]The global homological dimension of some algebras of differential operators
003018 (1970) H. Jacquet ; R. P. LanglandsGlobal Theory

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