Infinite-dimensional filtered Lie algebras and their connection with graded Lie algebras

B. Yu. Veisfeiler

doi:10.1007/bf01075364

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Infinite-dimensional filtered Lie algebras and their connection with graded Lie algebras

B. Yu. Veisfeiler

Year: 1968 Journal: Functional Analysis and Its Applications Vol: 2 (1)Pages: 88-89 Publisher: Pleiades Publishing

DOI: 10.1007/bf01075364

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Keywords:

Mathematics Killing form Pure mathematics Graded Lie algebra Lie conformal algebra Connection (principal bundle) Representation of a Lie group Adjoint representation of a Lie algebra Non-associative algebra Algebra over a field Lie algebra Affine Lie algebra Current algebra Geometry

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Advanced Topics in Algebra

Physical Sciences → Mathematics → Algebra and Number Theory

Infinite-dimensional filtered Lie algebras and their connection with graded Lie algebras

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