Infinite dimensional complex analysis as a framework for products of distributions
Vol. 1 No. 3 (2006) P.413~P.428
Innite dimensional complex analysis on locally convex spaces is used as the framework for products of distributions in the sense of Columbeau without the necessary prerequisites of Silva-dierentiability on bornological vector spaces, or calculus on convenient vector spaces, or nonstandard analysis. However, invariance under dieomorphisms is beyond the scope of this paper.
Products of distributions, complex analysis
MATHEMATICAL SUBJECT CLASSIFICATION 2010
Primary: 46F10, 46F30
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