IDEALS OF GENERAL LINEAR LIE ALGEBRAS OF INFINITE-DIMENSIONAL VECTOR SPACES

Let V be an infinite-dimensional vector space over a field of characteristic not equal to 2. We classify ideals of the Lie algebra gl(V ) of all linear transformations of the space V.

Automated summary

This passage mainly discusses the classification of ideals in the Lie algebra of all linear transformations on an infinite-dimensional vector space over a field with characteristic not equal to 2.