Some Properties of Almost Abelian Lie Algebras
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Published:2020-04
Issue:4
Volume:64
Page:21-34
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ISSN:1066-369X
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Container-title:Russian Mathematics
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language:en
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Short-container-title:Russ Math.
Author:
Gorbatsevich V. V.
Subject
General Mathematics
Reference11 articles.
1. Burde, D., Ceballos, M. “Abelian Ideals of Maximal Dimension for Solvable Lie Algebras”, J. Lie Theory 22, 741–756 (2012).
2. Gorbatsevich, V.V. “Some Properties of the Space of n-dimensional Lie Algebras”, Sb. Math. 200, 31–60 (2009).
3. Gorbatsevich, V.V. “On the Intersection of Irreducible Components of the Space of Finite-dimensional Lie Algebras”, Sb. Math. 203, 436–450 (2012).
4. Gorbatsevich, V.V. “On the Frames of Spaces of Finite-Dimensional Lie Algebras of Dimensions at Most 6”, Sb. Math. 205, 633–645 (2014).
5. Andrada, A., Origlia, M. “Lattices in Almost Abelian Lie Groups with Locally Conformai Kahler or Symplectic Structures”, Manuscripta math. 155, 389–417 (2018).