Serveur d'exploration Bourbaki - Checkpoint (Istex)

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List of bibliographic references

Number of relevant bibliographic references: 25.
[0-20] [0 - 20][0 - 25][20-24][20-40]
Ident.Authors (with country if any)Title
000010 (2013) Daniel Bump [États-Unis]The Fundamental Group
000052 (2013) Niels Borne [France]Extension of Galois Groups by Solvable Groups, and Application to Fundamental Groups of Curves
000149 (2012) Tamás Szamuely [Hongrie]Heidelberg Lectures on Fundamental Groups
000163 (2012) Henri Bourlès [France] ; Ulrich Oberst [Autriche]Elimination, fundamental principle and duality for analytic linear systems of partial differential-difference equations with constant coefficients
000165 (2012) David Harari [France] ; Jakob Stix [Allemagne]Descent Obstruction and Fundamental Exact Sequence
000332 (2010) Pierre Anglès [France]Study of Some Fundamental Projective Quadrics Associated with a Standard Pseudo-Hermitian Space H p , q
000383 (2010) Anke D. Pohl [Allemagne]Ford fundamental domains in symmetric spaces of rank one
000996 (2007) José Ferreir S [Espagne]A New Fundamental Notion: Riemann’s Manifolds
000A51 (2006) Tillmann Jentsch [Allemagne] ; Helmut Reckziegel [Allemagne]Submanifolds with Parallel Second Fundamental Form Studied via the Gauss Map
000E55 (2003) János Kollár [États-Unis]Rationally Connected Varieties and Fundamental Groups
001092 (2001) G. Frey [États-Unis] ; E. Kani [États-Unis]Projective p-adic representations of the K-rational geometric fundamental group
001578 (1998) Michael Kapovich [États-Unis] ; John J. Millson [États-Unis]On representation varieties of Artin groups, projective arrangements and the fundamental groups of smooth complex algebraic varieties
001618 (1998) Fundamental solutions of pseudodifferential equations connected with -adic quadratic forms
001927 (1996) Robert Marsh [Royaume-Uni]Algorithms to Obtain the Canonical Basis in Some Fundamental Modules of Quantum Groups
001994 (1995) Usha N. Bhosle [Inde]Representations of the fundamental group and vector bundles
001B73 (1994) Carlos T. Simpson [France]Moduli of representations of the fundamental group of a smooth projective variety. II
001C22 (1994) I. R. ShafarevichAlgebraic Varieties: Fundamental Properties
001D52 (1992) G. L. RybnikovTensor invariants of the Lie algebra sl2(ℂ[t]) and fundamental representations of the Lie algebra$$s\hat p_{2n} $$
001E59 (1991) R. RemmertThe Fundamental Theorem of Algebra
002059 (1989) R.-P. HolzapfelVolumes of fundamental domains of Picard modular groups
002475 (1985) F. M. MalyshevCompact complex homogeneous spaces with finite fundamental group

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