Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Exponent matrices and their quivers.
Authors: V.V. Kirichenko, A.V. Zelensky, V.N. Zhuravlev
– 0.14 Mb
Abstract
We consider exponent matrices and investigate their connections with tiled orders and quivers, finite partially ordered sets and doubly stochastic matrices.V.V. Kirichenko, V.N. Zhuravlev
Department of Mechanics and Mathematics
Kiev National Taras Shevchenko University
Vladimirskaya 64, Kiev, 01033 Ukraine
E-mail:
A.V. Zelensky
Department of Mathematics Chernivcy
National Yurii Fedkovich University
Universytetska 28, Chernivcy, 58012 Ukraina
Department of Mechanics and Mathematics
Kiev National Taras Shevchenko University
Vladimirskaya 64, Kiev, 01033 Ukraine
E-mail:
A.V. Zelensky
Department of Mathematics Chernivcy
National Yurii Fedkovich University
Universytetska 28, Chernivcy, 58012 Ukraina
Fulltext
– 0.14 Mb
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).
