Serveur d'exploration Bourbaki - Curation (Istex)

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

Number of relevant bibliographic references: 72.
[0-20] [0 - 20][0 - 50][20-40]
Ident.Authors (with country if any)Title
000107 (2010) Audun Holme [Norvège]Geometry in the Hellenistic Era
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
000213 (2000) Peter Symonds [Royaume-Uni] ; Thomas Weigel [Royaume-Uni]Cohomology of p -adic Analytic Groups
000264 (2002) Audun Holme [Norvège]The Great River Civilizations
000288 (1999) Brigitte Chamak [France]The Emergence of Cognitive Science in France:
000326 (2013) Sadri Hassani [États-Unis]Representation of Lie Groups and Lie Algebras
000449 (1980) N. M. Ostianu ; T. N. BalazyukManifolds, imbedded in a space with projective connection
000486 (1992) Pertti Lounesto [Royaume-Uni]Clifford algebra calculations with a microcomputer
000514 (2009) Jaan Valsiner [États-Unis]Cultural Psychology Today: Innovations and Oversights
000559 (1997) Akihiro Kanamori [États-Unis]The Mathematical Import of Zermelo's Well-Ordering Theorem
000849 (1994) J. J. Duistermaat ; L. HörmanderFourier Integral Operators. II
000852 (1991) A. P. VeselovWhat Is an Integrable Mapping?
000907 (2000) Eric M. Friedlander [États-Unis]Intersection Products for Spaces of Algebraic Cycles
000915 (1998) Kyoji Saito [Japon]Duality for Regular Systems of Weights: A Précis
000924 (1992) Jean DieudonnéMathematics and Mathematicians
000B80 (2009) Jean-Yves Charbonnel [France] ; Anne Moreau [Suisse]Nilpotent Bicone and Characteristic Submodule of a Reductive Lie Algebra
000B84 (2004) Jan-Erik BjörkResidues and D -modules
000C38 (2000) D. F. ScofieldQuantum dynamical manifolds 5. Hydrogen mass‐spacetime
000D18 (1976) Charles ChristensonPROPOSALS FOR A PROGRAM OF EMPIRICAL RESEARCH INTO THE PROPERTIES OF TRIANGLES
000D49 (1991) V. K. Dobrev [Bulgarie]Representations of Quantum Groups
000E94 (1971) David Prill [Suisse]The divisor class groups of some rings of holomorphic functions

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