In this paper we deal with graded Lie algebras L such that there exists a positive integer r such that for every positive integer i and for every homogeneous ideal I ⊈ L i the inclusion I ⊇ L i+r-1 holds. The solvable case and the r = 1 case receive a special attention.
Ideally constrained Lie algebras
GAVIOLI, NORBERTO;
2002-01-01
Abstract
In this paper we deal with graded Lie algebras L such that there exists a positive integer r such that for every positive integer i and for every homogeneous ideal I ⊈ L i the inclusion I ⊇ L i+r-1 holds. The solvable case and the r = 1 case receive a special attention.File in questo prodotto:
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