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Vector Fields and Differential Operators: Noncommutative Case

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Type
Published Article
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DOI: 10.1023/A:1021697831180
arXiv ID: q-alg/9710006
Source
arXiv
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Abstract

A notion of Cartan pairs as an analogy of vector fields in the realm of noncommutative geometry has been proposed in q-alg/9609011 In this paper we give an outline of the construction of a noncommutative analogy of the algebra of partial differential operators as well as its natural (Fock type) representation. We shall also define co-universal vector fields and covariant derivatives.

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