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List of bibliographic references

Number of relevant bibliographic references: 18.
Ident.Authors (with country if any)Title
000023 (1983) V. V. Mukhin [Russie]Defining topologies on semigroups with invariant measure
000277 (2001) N. V. ZoriiExtremal Problems in the Theory of Capacities of Condensers in Locally Compact Spaces. II
000C78 (2005) N. V. Zorii [Ukraine]Theory of Potential with Respect to Consistent Kernels; Theorem on Completeness and Sequences of Potentials
000D23 (1985) I. V. Protasov [Russie]Topological groups with a σ-compact space of subgroups
000E17 (1992) O. B. LykovaDevelopment of the Bogolyubov-Mitropol'skii method of integral manifolds
000F46 (2006) N. V. ZoriiExtremal problems dual to the Gauss variational problem
001139 (1992) V. A. UstimenkoComputations in coxeter groups and related geometric objects
001236 (1991) V. E. Mironov [Russie]Maximal stable orders in Lie algebra sp (2n)
001342 (1993) V. M. Levchuk [Russie]Commutator structure of some subgroups of chevalley groups
001495 (1990) M. I. Kabenyuk [Russie]Compact elements and Cartan subgroups of connected Lie groups
001536 (2005) Yu. S. Samoilenko [Ukraine] ; K. Yu. Yushchenko [Ukraine]On the Group C *-Algebras of a Semidirect Product of Commutative and Finite Groups
001594 (2003) N. V. ZoriiEquilibrium Problems for Potentials with External Fields
001B77 (1998) P. M. Tamrazov ; A. A. SaranaContour-solid properties of finely hypoharmonic functions
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
001E56 (2001) V. V. LyubashenkoExterior Tensor Product of Perverse Sheaves
002436 (1993) A. A. Tutov [Russie] ; V. M. Futornyi [Russie]Decompositions of root systems of Kac-Moody algebras of rank 2
002C68 (2005) N. V. Zorii [Ukraine]Necessary and Sufficient Conditions for the Solvability of the Gauss Variational Problem
003259 (2001) N. V. ZoriiExtremal Problems in the Theory of Capacities of Condensers in Locally Compact Spaces. I

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