5 citations · 9 across the 13 of their papers we have counts for
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Cohomology of some families of Lie algebras and quadratic Lie algebras
Cao Tran Tu Hai, Duong Minh Thanh, Le Anh Vu
The paper studies the cohomology of Lie algebras and quadratic Lie algebras. Firstly, we propose to describe the cohomology of -class which was introduced in \cite{LHNCN16…
The Second Cohomology Group of Elementary Quadratic Lie Superalgebras and Classifying a Subclass of 8-dimensional Solvable Quadratic Lie Superalgebras
Cao Tran Tu Hai, Duong Minh Thanh, Le Anh Vu
By definition, a quadratic Lie superalgebra is a Lie superalgebra endowed with a non-degenerate supersymmetric bilinear form which satisfies the even and invariant properties. In t…
Classification of Real Solvable Lie Algebras Whose Simply Connected Lie Groups Have Only Zero or Maximal Dimensional Coadjoint Orbits
Le Anh Vu, Ha Van Hieu, Nguyen Anh Tuan +2
In this paper we study a special subclass of real solvable Lie algebras having small dimensional or small codimensional derived ideal. It is well-known that the derived ideal of an…
Classification of 5-dimensional MD-algebras having commutive derived ideals
Le Anh Vu, Kar Ping Shum
In this paper, we study a subclass of the class of MD-algebras, i.e., the class of solvable real Lie algebras such that the K-orbits of its corresponding connected and simply conne…