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Search Results - Vorushilov, K. S.
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Complete sets of polynomials in bi-involution on nilpotent seven-dimensional Lie algebras
by
Vorushilov, K. S.
Published in
Sbornik. Mathematics
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Jordan–Kronecker Invariants of Semidirect Sums of the Form sl(n) + (ℝn)k and gl(n) + (ℝn)k
by
Vorushilov, K. S.
Published in
Journal of mathematical sciences (New York, N.Y.)
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Jordan–Kronecker invariants for semidirect sums defined by standard representation of orthogonal or symplectic Lie algebras
by
Vorushilov, K.
Published in
Lobachevskii journal of mathematics
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Vega-Les Information System. Actual Features and Future Evolution
by
Balashov, I
,
Bartalev, S
,
Burtsev, M
,
Vorushilov, I
,
Egorov, V
,
Kashnitskii, A
,
Khovratovich, T
,
Khvostikov, S
,
Kobets, D
,
Loupian, E
,
Saigin, I
,
Senko, K
,
Stytsenko, F
,
Sychugov, I
,
Zharko, V
Published in
IOP conference series. Earth and environmental science
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Lie Groups
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Argument Shift Method
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Complete Commutative Sets Of Polynomials
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Geometry
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Integrable Hamiltonian Systems
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Jordan–Kronecker Invariants
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