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Derivations, automorphisms, and representations of complex ω-Lie algebras
, 2017Let (𝔤,ω) be a finite-dimensional non-Lie complex ω-Lie algebra. We study the derivation algebra Der(𝔤) and the automorphism group Aut(𝔤) of (𝔤,ω).
Yin Chen +3 more
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Lie Derivatives on Fiber Manifolds
Journal of Mathematical Sciences, 2002The author studies the concept of Lie derivative on smooth manifolds that are fibered over a manifold by a projection \(\pi\).
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ON THE DERIVATION LIE ALGEBRAS OF FEWNOMIAL SINGULARITIES
Bulletin of the Australian Mathematical Society, 2018N. Hussain, S. Yau, Huaiqing Zuo
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Lie ideals and nil derivations
1985Let R be a 2-torsion free ring, d a derivation of R, and U a Lie ideal of R. The authors obtain extensions to Lie ideals of some results in the literature for ideals. Specifically, by assuming that \(d(x)^{n(x)}=0\) for each \(x\in U\), they prove that \(d(U)=0\) when either: R is a semi- simple ring; R is a prime ring containing no nonzero nil right ...
CARINI, Luisa, A. GIAMBRUNO
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On the range of a lie derivation on a banach algebra
, 2000M. I. Berenguer, A. Villena
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Nonlinear generalized Lie triple derivation on triangular algebras
, 2017M. Ashraf, A. Jabeen
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Consistent EKF-Based Visual-Inertial Odometry on Matrix Lie Group
IEEE Sensors Journal, 2018Se-jong Heo, Chan Gook Park
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The inner derivation algebras of (n+1) dimensional n Lie algebras
, 2000Bai Ruipu +3 more
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