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[1] Solvable Lie algebras with abelian nilradicals. CRM Monograph Series 33 (2014) 107-130.
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[2] Nilpotent, solvable and Levi decomposable Lie algebras. CRM Monograph Series 33 (2014) 87-87.
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[3] Solvable Lie algebras and their nilradicals. CRM Monograph Series 33 (2014) 99-106.
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[4] Decomposition into a direct sum. CRM Monograph Series 33 (2014) 47-61.
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[5] Nilpotent Lie algebras. CRM Monograph Series 33 (2014) 89-97.
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[6] Basic concepts. CRM Monograph Series 33 (2014) 11-22.
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[7] General theory. CRM Monograph Series 33 (2014) 1-2.
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[8] Low-dimensional Lie algebras. CRM Monograph Series 33 (2014) 215-215.
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[9] Introduction and motivation. CRM Monograph Series 33 (2014) 3-10.
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[10] Six-dimensional Lie algebras. CRM Monograph Series 33 (2014) 243-297.
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[11] Five-dimensional Lie algebras. CRM Monograph Series 33 (2014) 231-241.
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[12] Four-dimensional Lie algebras. CRM Monograph Series 33 (2014) 227-229.
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[13] Solvable Lie algebras with Borel nilradicals. CRM Monograph Series 33 (2014) 141-173.
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[14] Solvable Lie algebras with Heisenberg nilradical. CRM Monograph Series 33 (2014) 131-139.
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[15] Five-dimensional Lie algebras. CRM Monograph Series 33 (2014) 231-241.
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[16] Levi decomposable algebras. CRM Monograph Series 33 (2014) 203-213.
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[17] Lie algebras up to dimension 3. CRM Monograph Series 33 (2014) 225-226.
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[18] Four-dimensional Lie algebras. CRM Monograph Series 33 (2014) 227-229.
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[19] Six-dimensional Lie algebras. CRM Monograph Series 33 (2014) 243-297.
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[20] Libor Šnobl and Pavel Winternitz. Classification and Identification of Lie Algebras. CRM Monograph Series 33 (2014) MR MR3184730.
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[21] Recognition of a Lie algebra given by its structure constants. CRM Monograph Series 33 (2014) 37-37.
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[22] The nilradical of a Lie algebra. CRM Monograph Series 33 (2014) 71-85.
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[23] Solvable Lie algebras with filiform and quasifiliform nilradicals. CRM Monograph Series 33 (2014) 175-201.
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[24] Lie algebras up to dimension 3. CRM Monograph Series 33 (2014) 225-226.
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[25] Structure of the lists of low-dimensional Lie algebras. CRM Monograph Series 33 (2014) 217-223.
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[26] Invariants of the coadjoint representation of a Lie algebra. CRM Monograph Series 33 (2014) 23-35.
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[27] Identification of Lie algebras through the use of invariants. CRM Monograph Series 33 (2014) 39-46.
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[28] Levi decomposition. Identification of the radical and Levi factor. CRM Monograph Series 33 (2014) 63-69.
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[29] A. N. Koryukin. Gröbner-Shirshov bases of the Lie algebra $B_n^+$. St. Petersburg Math. J. 20 (2009) 65-94. MR 2411970.
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[30] Geometry of $\mathcal {D}$-schemes. Colloquium Publications 51 (2004) 53-156.
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Results: 1 to 30 of 39 found      Go to page: 1 2


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