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Algebra of Differential Operators by aurele.dalibot is a document available to read on EtoBox.

The document discusses the mapping of convolution products in the algebra of differential operators through Fourier transforms, highlighting the relationship between vector fields and pointwise products. It introduces the concepts of commutators and anticommutators, establishing their roles in defining Lie and Jordan algebra structures. Additionally, it presents identities related to these operations, emphasizing their mathematical significance.

Author
aurele.dalibot
Language
EN