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List of bibliographic references

Number of relevant bibliographic references: 28.
[0-20] [0 - 20][0 - 28][20-27][20-40]
Ident.Authors (with country if any)Title
000222 (1986) P. G. Zograf ; L. A. TakhtadzhyanAction of the Liouville equation is a generating function for the accessory parameters and the potential of the Weil—Petersson metric on the Teichmüller space
000674 (1975) G. A. MargulisArithmetic character and finite-dimensional representations of uniform lattices
000A37 (1987) D. V. Alekseevskii ; A. M. PerelomovInvariant Kähler—Einstein metrics on compact homogeneous spaces
000D39 (1980) A. V. AbaninProblem concerning a system of elements being a basis in its linear span
001126 (1986) D. P. ZhelobenkoExtremal-type equations and their resolvents over reductive Lie algebras
001418 (1977) V. L. PopovRepresentations with a free module of covariants
001468 (1984) A. K. TolpygoNewton polyhedra and the converse of the Borel—Weyl theorem
001550 (1986) I. B. PenkovCharacters of typical irreducible finite-dimensional q( n ) -modules
001694 (1989) G. I. Ol'ShankiiMethod of holomorphic extensions in the theory of unitary representations of infinite-dimensional classical groups
001909 (1977) A. A. KirillovInvariant differential operators on geometrical quantities
001939 (1982) Yu. G. ZarkhinCohomologies of algebraic manifolds and representations of semisimple Lie algebras
001A65 (1970) V. D. GolovinDuality theorems for cohomology groups of complex manifolds
001B60 (1983) I. V. CherednikBecklund—Darboux transformation for classical Yang—Baxter bundles
001C31 (1971) I. N. Bernshtein ; I. M. Gel'Fand ; S. I. Gel'FandStructure of representations generated by vectors of highest weight
002205 (1978) M. A. Ol'Shanetskii ; A. M. PerelomovQuantum systems related to root systems, and radial parts of Laplace operators
002316 (2007) A. M. Vershik [Russie]Krein duality, positive 2-algebras, and dilation of comultiplications
002540 (1988) D. P. ZhelobenkoExtremal cocycles of weyl groups
002637 (1985) A. N. Varchenko ; S. V. ChmutovFinite irreducible groups, generated by reflections, are monodromy groups of suitable singularities
002721 (1988) V. A. GinzburgEquivariant cohomologies and Kähler's geometry
002847 (1981) A. N. Leznov ; M. V. Savel'EvTwo-dimensional nonlinear system of differential equations x α , zz = exp (kx) α
002927 (1991) A. D. Berenshtein ; A. V. ZelevinskiiWhen is the multiplicity of a weight equal to 1?

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