1 citations · 1 across the 4 of their papers we have counts for
5 papers
An Algorithm for Determining Lie Algebra Types
Tu N. T. C. Nguyen, Tuan A. Nguyen, Vu A. Le
This paper investigates the Jordan--Kronecker invariant of finite dimensional complex Lie algebras. We present an explicit algorithm for determining the type of a given Lie algebra…
Foliations Formed by Generic Coadjoint Orbits of Lie Groups Corresponding to a Class Seven-Dimensional Solvable Lie Algebras
Tuyen T. M. Nguyen, Vu A. Le, Tuan A. Nguyen
We consider all connected and simply connected 7-dimensional Lie groups whose Lie algebras have nilradical $\g_{5,2} = \s \{X_1, X_2, X_3, X_4, X_5 \colon [X_1, X_2] = X_4, [X_1, X…
Classification of 7-dimensional solvable Lie algebras having 5-dimensional nilradicals
Vu A. Le, Tuan A. Nguyen, Tu T. C. Nguyen +2
This paper presents a classification of 7-dimensional real and complex indecomposable solvable Lie algebras having some 5-dimensional nilradicals. Afterwards, we combine our result…
Representation of Real Solvable Lie Algebras Having 2-dimensional Derived Ideal and Geometry of Coadjoint Orbits of Corresponding Lie Groups
Tu T. C Nguyen, Vu A. Le
Let {\Lnk} be the class of all -dimensional real solvable Lie algebras having -dimensional derived ideals. In 2020 the authors et al. gave a classification of all non 2-step…
On the classifying problem for the class of real solvable Lie algebras having 2-dimensional or 2-codimensional derived ideal
Vu A. Le, Tuan A. Nguyen, Tu T. C. Nguyen +2
Let denote the class of all -dimensional real solvable Lie algebras having -dimensional derived ideal (). In 199…