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On the codimension growth of almost nilpotent Lie algebras
Authors:Dušan Repovš  Mikhail Zaicev
Affiliation:1120. Faculty of Mathematics and Physics, and Faculty of Education, University of Ljubljana, P. O. B. 2964, Ljubljana, 1001, Slovenia
2120. Department of Algebra, Faculty of Mathematics and Mechanics, Moscow State University, Moscow, 119992, Russia
Abstract:We study codimension growth of infinite dimensional Lie algebras over a field of characteristic zero. We prove that if a Lie algebra L is an extension of a nilpotent algebra by a finite dimensional semisimple algebra then the PI-exponent of L exists and is a positive integer.
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