Journal of the Ramanujan Mathematical Society

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Differential Operators on Derivation Rings


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1 Department of Mathematics, SUNY Potsdam, NY 13676, United States
     

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Let | be a field containing Q.We let ⨂ :=⨂k Let R be an associative, unital (not necessarily commutative) k-algebra without zero divisors. LetHom.R;R/ denote the k-algebra of k-linear homomorphisms on R.
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  • Differential Operators on Derivation Rings

Abstract Views: 236  |  PDF Views: 0

Authors

Uma N. Iyer
Department of Mathematics, SUNY Potsdam, NY 13676, United States

Abstract


Let | be a field containing Q.We let ⨂ :=⨂k Let R be an associative, unital (not necessarily commutative) k-algebra without zero divisors. LetHom.R;R/ denote the k-algebra of k-linear homomorphisms on R.