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Rings of differential
operators on one-dimensional algebras
Marc Chamarie and Ian Malcolm Musson |
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Vol. 147 (1991), No. 2, 269–290
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Abstract |
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Let k be an algebraically closed field of characteristic zero, and A a finitely generated k-algebra of Krull dimension at most one. In this paper we study the ring of differential operators 𝒟(A). For example we obtain necessary and sufficient conditions for 𝒟(A) to be a direct sum of Simple rings, or to be left or right Noetherian. |
Mathematical Subject Classification 2000
Primary: 16S32
Secondary: 13N10, 16D90
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Milestones
Received: 4 April 1989
Revised: 13 November 1989
Published: 1 February 1991
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Authors |
| Marc Chamarie | |
| Ian Malcolm Musson | |
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