On a construction of Helgason and a theorem of Kostant. by Cooper, Allan, 1949-

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Classification of second-class 10-dimensional complex filiform Leibniz algebras by Mohd Kasim, Suzila

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Structure of the Enveloping Algebras by Č. Burdík, O. Navrátil, S. Pošta

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so(3) ⊂ su(3) revisited by Čestmír Burdík, Severin Pošta, Erik Rapp

Subjects: “…lie algebra…”
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Classification of Lie Subalgebras up to an Inner Automorphism by Seyed Reza Hejazi

Subjects: “…Lie algebra…”
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Quantum Dynamics on the Worldvolume from Classical su(n) Cohomology by José M. Isidro, Pedro Fernández de Córdoba

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Automorphism groups of some non-nilpotent Leibniz algebras by L.A. Kurdachenko, P.Ye. Minaiev, O.O. Pypka

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A study of the stretching vibrational spectroscopy of C120O and C120O2 by u(2) lie algebra by Sen Rupam, Kalyan Ashim, Bhattacharjee Ramendu

Subjects: “…Lie algebra…”
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Classical groups for physicsts/ by 273790 Wybourne, Brian G.

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The commutativity degree of 3-engel groups up to order 40 / by Mardhiah Zakaria, 1987-, Nor Muhainiah Mohd. Ali, Fakulti Sains

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The commutativity degree of 3-engel groups up to order 40 [electronic resource] / by Mardhiah Zakaria, 1987-, Nor Muhainiah Mohd. Ali, Fakulti Sains

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Introduction to affine algebraic groups/ by 185739 Hochschild, G.

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Sophus Lie's 1880 transformation group paper/ by 185907 Lie, Sophus

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Representation theory of lie groups/ by SRC/LMS Research Symposium on Representation of Lie Groups (1977 : Oxford), Atiyah, M. F.

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Problems in Lie rings and groups by Groves, D, Daniel Groves

Subjects: “…Lie algebras…”

Classification of non-lie complex filiform Leibniz algebras for low dimensions by Said Husain, Sharifah Kartini

Subjects: “…Lie algebras - Case studies…”
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Classification Of First Class 9-Dimensional Complex Filiform Leibniz Algebras by Obaiys, Sozan J.

Subjects: “…Lie algebras - Case studies…”
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Using Vector-Product Loop Algebra to Generate Integrable Systems by Jian Zhang, Binlu Feng, Yufeng Zhang, Long Ju

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Strong Reachability of Reactions with Reversible Steps by Virágh Eszter, Kiss Bálint

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Action of derivations on polynomials and on Jacobian derivations by O.Ya. Kozachok, A.P. Petravchuk

Subjects: “…lie algebra…”
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