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Serveur d'exploration Bourbaki - Curation (Istex)

Index « AbsEn.i » - entrée « simplest »
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simples < simplest < simpleu  Facettes :

List of bibliographic references

Number of relevant bibliographic references: 19.
Ident.Authors (with country if any)Title
000197 (2007) I. C. Baianu [États-Unis] ; R. Brown [Royaume-Uni] ; J. F. Glazebrook [États-Unis]Categorical Ontology of Complex Spacetime Structures: The Emergence of Life and Human Consciousness
000226 (2001) Alexandru Dimca [France]Monodromy and Hodge Theory of Regular Functions
000F06 (1994) Wilfred W. J. Hulsbergen [Pays-Bas]The one-dimensional case: elliptic curves
001107 (2013) Anatoliy Malyarenko [Suède]Spectral Expansions
001148 (2005) Paolo Aluffi [Allemagne, États-Unis]Modification systems and integration in their Chow groups
001314 (1985) A. I. Panin [Russie]“Basis” lie algebra of electronic fock space: Application to evaluation of matrix elements of spin tensor operators
001503 (1994) V. Lomadze [Géorgie (pays)]Linear dynamical systems of higher genus
001884 (1994) Nicolas BourbakiAsymptotic Expansions
001955 (1993) A. L. Onishchik [Russie]Transitive Actions
001B66 (2004) Stephen S. KudlaTate’s Thesis
001F15 (1981) M. TollerSymmetry and feasibility of infinitesimal transformations
002316 (2007) A. M. Vershik [Russie]Krein duality, positive 2-algebras, and dilation of comultiplications
002471 (2002) Giorgio Israel [Italie]The Two Faces of Mathematical Modeling: Objectivism vs Subjectivism, Simplicity vs Complexity
002731 (2003) Akihiro Kanamori [États-Unis]The Empty Set, The Singleton, and the Ordered Pair
002B86 (2008) David A. Vogan Jr [États-Unis]Unitary Representations and Complex Analysis
002E70 (1994) A. G. Reyman ; M. A. Semenov-Tian-ShanskyGroup-Theoretical Methods in the Theory of Finite-Dimensional Integrable Systems
003236 (1994) V. Lomadze [Géorgie (pays)]Linear Dynamical Systems of Higher Genus
003389 (1994) V. I. Arnol ; S. P. NovikovNonholonomic Variational Problems on Three-Dimensional Lie Groups
003423 (1994) I. R. ShafarevichAlgebraic Varieties: Basic Notions

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