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Serveur d'exploration Bourbaki - Curation (Istex)

Index « AbsEn.i » - entrée « being »
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List of bibliographic references

Number of relevant bibliographic references: 67.
[0-20] [0 - 20][0 - 50][20-40]
Ident.Authors (with country if any)Title
000011 (1997) Richard Randell [États-Unis]Homotopy and group cohomology of arrangements
000034 (2008) Jason Behrstock [États-Unis] ; Cornelia Dru U [Royaume-Uni] ; Lee Mosher [États-Unis]Thick metric spaces, relative hyperbolicity, and quasi-isometric rigidity
000191 (1993) E. Folke Bolinder [Suède]Marcel Riesz’s Lecture Notes on Clifford Algebra
000355 (2002) A. R. D. Mathias [Allemagne, Royaume-Uni]A Term of Length 4 523 659 424 929
000406 (1976) R. Askey [États-Unis] ; N. H. Bingham [Royaume-Uni]Gaussian processes on compact symmetric spaces
000423 (2005) Alain Valette [Suisse]Group Pairs with Property (T), from Arithmetic Lattices
000425 (2007) José Ferreir S [Espagne]Dedekind and the Set-theoretical Approach to Algebra
000453 (1993) José F. Cari Ena [Espagne] ; José Fernández-Nú Ez [Espagne]Geometric Theory of Time‐Dependent Singular Lagrangians
000483 (1996) Karl-Hermann Neeb [Allemagne]Weakly Exponential Lie Groups
000540 (2004) A. C. Cojocaru [Canada] ; W. Duke [États-Unis]Reductions of an elliptic curve and their Tate-Shafarevich groups
000559 (1997) Akihiro Kanamori [États-Unis]The Mathematical Import of Zermelo's Well-Ordering Theorem
000817 (1988) Jean-Pierre DemaillyVanishing theorems for tensor powers of a positive vector bundle
000879 (1980) Erich Platte [Allemagne]Zur endlichen Homologischen Dimension von Differentialmoduln
000881 (2003) Angus Macintyre [Royaume-Uni]Model Theory: Geometrical and Set-Theoretic Aspects and Prospects
000897 (2004) Boris TsyganCyclic Homology
000973 (1997) A. Agrachev [Russie] ; B. Bonnard [France] ; M. Chyba [Suisse] ; I. Kupka [France]Sub-Riemannian sphere in Martinet flat case
000A04 (1991) Jiang-Hua Lu [États-Unis]Momentum Mappings And Reduction of Poisson Actions
000A17 (2010) Martin Aigner [Allemagne] ; Günter M. Ziegler [Allemagne]Every finite division ring is a field
000A33 (1996) Yurie A. Ignatieff [Allemagne]“Walter Noll, Our Teacher”
000B47 (2003) Nicolas BourbakiOrdered groups and fields
000C76 (1998) Dikran Dikranjan [Italie]Quotients of zero-dimensional precompact abelian groups

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HfdIndexSelect -h $EXPLOR_AREA/Data/Istex/Curation/AbsEn.i  \
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