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

Number of relevant bibliographic references: 26.
[0-20] [0 - 20][0 - 26][20-25][20-40]
Ident.Authors (with country if any)Title
000193 (2004) N. A. Vavilov [Russie]Do It Yourself: the Structure Constants for Lie Algebras of Types E l
000617 (1995) J. Ramagge [Australie]A Realization of Certain Affine Kac-Moody Groups of Types II and III
000689 (1972) F. Bunchaft [Italie]Some remarks on the structure of complex semi-simple Lie algebras related to the realization of dynamical symmetries
000729 (1994) M. A. Semenov-Tian-ShanskyQuantization of Open Toda Lattices
000D91 (2004) N. Bazunova [Estonie] ; A. Borowiec [Pologne] ; R. Kerner [Pologne]Universal Differential Calculus on Ternary Algebras
000E69 (2007) Shamgar Gurevich [États-Unis] ; Ronny Hadani [États-Unis]The geometric Weil representation
000F45 (1997) Andrzej Borowiec [Pologne]Vector fields and differential operators: Noncommutative case
000F70 (2006) Anton Savin [Russie] ; Boris Sternin [Russie]Pseudodifferential Subspaces and Their Applications in Elliptic Theory
000F91 (2012) Salvatore Stella [États-Unis]Polyhedral models for generalized associahedra via Coxeter elements
001249 (1997) V. K. Dobrev [Italie] ; H.-D. Doebner [Allemagne] ; Ch. Mrugalla [Allemagne]Lowest weight representations of the Schrödinger algebra and generalized heat/Schrödinger equations
001383 (1969) A. Simoni [États-Unis] ; F. Zaccaria [États-Unis]On the realization of semi-simple lie algebras with quantum canonical variables
001439 (1990) Juan Antonio Navarro González [Espagne]Duality and finite spaces
001844 (2004) Karl-Hermann Neeb [Allemagne]Infinite-Dimensional Groups and Their Representations
001B90 (1999) P. I. Golod ; T. V. SkrypnykExplicit realization of irreducible representations of classical compact lie groups in the spaces of sections of line bundles
001E81 (2009) Roe Goodman [États-Unis] ; Nolan R. Wallach [États-Unis]Structure of Classical Groups
001F96 (2013) Caihui Lu [République populaire de Chine] ; Haishan Zhang [République populaire de Chine]The isomorphic realization of nondegenerate solvable Lie algebras of maximal rank based on Kac-Moody algebras
002158 (1998) Alexander Braverman [Israël] ; Anthony Joseph [Israël]The Minimal Realization from Deformation Theory
002196 (1999) T. Gannon [États-Unis] ; M. A. Walton [Royaume-Uni]On Fusion Algebras and Modular Matrices
002306 (2008) Shih-Wei Yang [États-Unis] ; Andrei Zelevinsky [États-Unis]Cluster Algebras of Finite Type via Coxeter Elements and Principal Minors
002438 (1992) G. L. RybnikovTensor invariants of the Lie algebra sl2(ℂ[t]) and fundamental representations of the Lie algebra$$s\hat p_{2n} $$
002793 (2009) Alain Connes [France] ; Caterina Consani [États-Unis] ; Matilde Marcolli [États-Unis]The Weil Proof and the Geometry of the Adelès Class Space

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