Uniformly distributed systems of elements on metabelian Lie rings
Poroshenko, Evgeny · Timoshenko, Evgeniy
الأصل · EN
In this paper, the notion of a uniformly distributed systems of elements on the variety of metabelian Lie algebras is introduced. This notion is analogous to one of a measure preserving systems of elements on group varieties. As the main result of the paper it was shown that on the variety of metabelian Lie algebras a system of elements is primitive iff it is uniformly distributed.
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