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Index « Titre (en) » - entrée « system »
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List of bibliographic references

Number of relevant bibliographic references: 18.
Ident.Authors (with country if any)Title
000751 (2008) C. De Concini [Italie] ; C. Procesi [Italie]The Zonotope of a Root System
000894 (2007) I. Heckenberger [Allemagne]Rank 2 Nichols Algebras with Finite Arithmetic Root System
000C18 (2005) Deformations of classical Lie algebras with homogeneous root system in characteristic two. I
000E83 (2003) Georgia Benkart [États-Unis] ; Alberto Elduque [Espagne]Lie superalgebras graded by the root system B( m,n )
001014 (2002) Paolo Ciatti [Italie]A Clifford algebra approach to real simple Lie algebras with reduced root system
001353 (2000) Paola Cellini ; Paolo PapiA Root System Criterion for Fully Commutative and Short Braid-Avoiding Elements in Affine Weyl Groups
001621 (1998) Ikuo Satake [Japon]Flat Structure and the Prepotential for the Elliptic Root System of Type D 4(1,1)
001B35 (1994) V. S. GerdjikovThe generalized Zakharov-Shabat system and the soliton perturbations
001E11 (1992) BALAYAGE ON A SYSTEM OF RAYS AND ENTIRE FUNCTIONS OF COMPLETELY REGULAR GROWTH
001F31 (1991) Algebraic constructions of integrable dynamical systems-extensions of the Volterra system
001F64 (1990) Louis Solomon [États-Unis]The Bruhat decomposition, Tits system and Iwahori ring for the monoid of matrices over a finite field
002165 (1988) Michio Jimbo [Japon]Quantum R matrix related to the generalized Toda system: An algebraic approach
002511 (1984) R. Hotta [Japon] ; M. Kashiwara [Japon]The invariant holonomic system on a semisimple Lie algebra
002611 (1983) Victor G. Kac [États-Unis]Integrable highest weight modules: the weight system, the contravariant Hermitian form and the restriction problem
002744 (1981) A. N. Leznov ; M. V. Savel'EvTwo-dimensional nonlinear system of differential equations x α , zz = exp (kx) α
002766 (1981) ON THE RECOVERY OF A PFAFFIAN SYSTEM OF FUCHSIAN TYPE FROM THE GENERATORS OF THE MONODROMY GROUP
002851 (1980) A. V. AbaninProblem concerning a system of elements being a basis in its linear span
002854 (1980) A. N. LeznovOn the complete integrability of a nonlinear system of partial differential equations in two-dimensional space

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