Fillable PROPERNESS OF LIE ALGEBRAS AND ENVELOPING ALGEBRAS. I - ams

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proceedings of the american mathematical Volume 101, Number 1, September society 1987 PROPERNESS OF LIE ALGEBRAS AND ENVELOPING ALGEBRAS. I WALTER MICHAELIS ABSTRACT. An associative unitary (respectively, Lie) algebra is said to be proper in case the intersection of all of its cofinite two-sided (respectively, Lie) ideals is zero. Using the Hopf algebra structure of UL, it is shown that over a field of...
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