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List of bibliographic references

Number of relevant bibliographic references: 16.
Ident.Authors (with country if any)Title
000755 (2008) V. S. Gerdjikov [Allemagne] ; G. Vilasi [Italie] ; A. B. Yanovski [Afrique du Sud]The Classical r -Matrix Method
000780 (2008) Dubi Kelmer [États-Unis]On Matrix Elements for the Quantized Cat Map Modulo Prime Powers
000791 (2008) S. E. Derkachov [Russie] ; D. R. Karakhanyan [Arménie] ; R. Kirschner [Allemagne] ; P. Valinevich [Russie]Iterative Construction of U q ( s ℓ ( n +1)) Representations and Lax Matrix Factorisation
000A64 (2006) Hung Yean Loke [Singapour] ; Gordan Savin [États-Unis]Rank and matrix coefficients for simply laced groups
001115 (2001) R. B Howlett [Australie] ; L. J Rylands [Australie] ; D. E Taylor [Australie]Matrix Generators for Exceptional Groups of Lie Type
001176 (2001) N. StummeAutomorphisms and conjugacy of compact real forms of the classical infinite dimensional matrix Lie algebras
001875 (1996) Georgia Benkart [États-Unis] ; Efim Zelmanov [États-Unis]Lie algebras graded by finite root systems and intersection matrix algebras
001A83 (1995) Tze-Ming To [République populaire de Chine, Taïwan]Asymptotic expansions of matrix coefficients of Whittaker vectors at irregular singularities
001B59 (1994) Daniel Alpay [Israël] ; Laurent Baratchart [France] ; Andrea Gombani [Italie]On the differential structure of matrix-valued rational inner functions
001D82 (1992) S. Berman [Canada] ; R. V. Moody [Canada]Lie algebras graded by finite root systems and the intersection matrix algebras of Slodowy
001F34 (1991) A FRAGMENT OF THE DECOMPOSITION MATRIX OF THE SPECIAL UNITARY GROUP OVER A FINITE FIELD
002165 (1988) Michio Jimbo [Japon]Quantum R matrix related to the generalized Toda system: An algebraic approach
002253 (1987) Georgii S. Litvinchuk [Ukraine] ; Ilia M. Spitkovskii [Ukraine]Some Classes of Factorable Matrix Functions
002404 (1986) Luis G. Casian [États-Unis]Asymptotics of matrix coefficients, perverse sheaves and Jacquet modules
002428 (1985) A. I. Panin [Russie]“Basis” lie algebra of electronic fock space: Application to evaluation of matrix elements of spin tensor operators
002764 (1981) On Hamiltonian structure of integrable equations under the group and matrix reductions

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