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Projective Double Lie Algebras on a Lie Algebra
1994The notion of projective double Lie algebras on a Lie algebra g has arisen in connection with certain local Lie loop structures on a Lie group with Lie algebra g. In this article, including semisimple Lie algebras, we are mainly concerned with certain group-graded Lie algebras which are not necessarily finite-dimensional, and we determine their ...
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Lie Algebra Cohomology and the Generalized Borel-Weil Theorem
, 1961B. Kostant
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Biderivations And Linear Commuting Maps on the Schrödinger-Virasoro Lie Algebra
, 2013Dengyin Wang, Xiaoxiang Yu
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1999
The theory of differential equations had flourished to such a level by the 1860s that a systematic study of their solutions became possible. Sophus Lie, a Norwegian mathematician, undertook such a study using the same tool that was developed by Galois and others to study algebraic equations: group theory.
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The theory of differential equations had flourished to such a level by the 1860s that a systematic study of their solutions became possible. Sophus Lie, a Norwegian mathematician, undertook such a study using the same tool that was developed by Galois and others to study algebraic equations: group theory.
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Locally nilpotent ideals of a Lie algebra
Mathematical Proceedings of the Cambridge Philosophical Society, 1967B. Hartley
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