Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Artinal special Lie superalgebras.
Authors: S. Pikhtilkov, V. Polyakov
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Abstract
The artinian special Lie superalgebras are studied in the paper. It is proved, that the gr-prime radical of a artinian special Lie superalgebra is solvable.Tula State Pedagogical University
Lenina avenue 125,
300026, Tula, Russia
E-mail:
Lenina avenue 125,
300026, Tula, Russia
E-mail:
Fulltext
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Contents
- On overnilpotent radicals of topological rings.
- Semitopological isomorphism of topological groups.
- Special radicals of graded rings.
- Generating properties of biparabolic invertible polynomial maps in three variables.
- Rings over which some preradicals are torsions.
- Transfer properties in radical theory.
- Exponent matrices and their quivers.
- Radicals of rings with involution.
- Radicals around Kothe's problem.
- Wedderburn decomposition of LCM-rings.
- Totally bounded rings and their groups of units.
- The radical theory of convolution rings.
- Artinal special Lie superalgebras.
- The classification of GL(2,R)-orbits' dimensions for system s(0, 2) and the factorsystem s(0, 1,2)/GL(2,R).
