Publisher： Academic Press
ISSN： 0001-8708
Source： Advances in Mathematics, Vol.152, Iss.1, 2000-06, pp. : 1-27
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Abstract
We study local duality in a non-commutative framework which extends well known local dualities in commutative Gorenstein rings and in enveloping algebras of finite dimensional solvable Lie algebras. We show examples of non-commutative algebras having a local duality in our sense. In order to study these examples we will need a non-commutative version of Groebner bases.
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