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R. El Assoudi [France] ; J. P. Gauthier [France] | Controllability of right-invariant systems on semi-simple lie groups |
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R. El Assoudi [France] ; J. P. Gauthier [France] | Controllability of right invariant systems on real simple Lie groups of type F 4, G 2, C n , and B n * |
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J. P. Gauthier [France] ; I. Kupka [France] ; G. Sallet [France] | Controllability of right invariant systems on real simple Lie groups |
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C. Duval [France] ; A. M. El Gradechi [France] ; V. Ovsienko [France] | Projectively and Conformally Invariant Star-Products |
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Philippe Caldero [France] | Isomorphisms of Finite Invariant for Enveloping Algebras, Semi-simple Case |
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Carlos Moreno [France, Espagne] | Invariant star products and representations of compact semisimple Lie groups |
| 000491 (1997) |
Iris Muller [France] | Racines orthogonales et orbites d'algèbres de Lie semi-simple graduées |
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Daniel Sternheimer [France] | Star Products: Their Ubiquity and Unicity |
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C. Bretin [France] ; J. P. Gazeau [France] | About some series associated to complex semi-simple Lie algebras |
| 000006 (2016) |
José Grimm [France] | Implementation of Bourbaki's Elements of Mathematics in Coq: Part Two, From Natural Numbers to Real Numbers |
| 000043 (2012) |
Jacopo Gandini [Italie] ; Alessandro Ruzzi [France] | Normality and smoothness of simple linear group compactifications |
| 000044 (2012) |
Cédric Pépin [France] | Modèles semi-factoriels et modèles de Néron |
| 000075 (2011) |
Roger Boudet [France] | Real Algebras Associated with an Euclidean Space |
| 000091 (2011) |
Minh Thanh Duong [France] ; Georges Pinczon [France] ; Rosane Ushirobira [France] | A New Invariant of Quadratic Lie Algebras |
| 000153 (2008) |
A. A. Panchishkin [France] | Triple products of Coleman’s families |
| 000157 (2008) |
Pierre Anglè [France] | Real Conformal Spin Structures |
| 000164 (2008) |
Bruno Vallette [France] | Manin products, Koszul duality, Loday algebras and Deligne conjecture |
| 000179 (2007) |
Yves André [France] | Structure des connexions méromorphes formelles de plusieurs variables et semi-continuité de l’irrégularité |
| 000206 (2007) |
Gabriel Turinici [France] | Beyond Bilinear Controllability: Applications to Quantum Control |
| 000391 (2000) |
Anne Cortella [France] ; Boris Kunyavski [Israël] | Rationality Problem for Generic Tori in Simple Groups |
| 000427 (1999) |
J. Donin [États-Unis] ; D. Gurevich [France] ; S. Shnider [États-Unis] | Double Quantization on Some Orbits in the Coadjoint Representations of Simple Lie Groups |
| 000451 (1998) |
G. Favre [France] ; L. Santharoubane [France] | Nilpotent Lie Algebras of Classical Simple Type |
| 000453 (1998) |
V. P. Havin [Russie, Canada] ; N. K. Nikolski [Russie, France] | Invariant Integration and Harmonic Analysis on Locally Compact Abelian Groups |
| 000489 (1997) |
Philippe Di Francesco [France] ; Pierre Mathieu [Canada] ; David Sénéchal [Canada] | Simple Lie Algebras |
| 000503 (1997) |
Meinolf Geck [Allemagne] ; Raphaël Rouquier [France] | Centers and Simple Modules for Iwahori-Hecke Algebras |
| 000547 (1996) |
Jean-Loup Gervais [France] ; Mikhail V. Saveliev [France] | W -geometry of the Toda systems associated with non-exceptional simple Lie algebras |
| 000595 (1994) |
Michel Duflo [France] ; Michèle Vergne [France] | Familles cohérentes sur les groupes de Lie semi-simples et restriction aux sous-groupes compacts maximaux |
| 000616 (1992) |
R. Silhol [France] | Compactifications of moduli spaces in real algebraic geometry |
| 000618 (1992) |
Olivier Mathieu [France, États-Unis] | Classification of simple graded Lie algebras of finite growth |
| 000644 (1991) |
M. Fliess [France] | Controllability Revisited |
| 000708 (1987) |
Denis Bernard [France] ; Jean Thierry-Mieg [France] | Level one representations of the simple affine Kac-Moody algebras in their homogeneous gradations |
| 000732 (1984) |
Robert Silhol [France] | Real algebraic surfaces with rational or elliptic fiberings |
| 000759 (1980) |
Pierre Deligne [France] ; Kenneth A. Ribet [France] | Values of abelian L -functions at negative integers over totally real fields |
