Abstract
The product of two distributions f and g on the open interval (a, b), where −∞ ≤ a < b ∞, was defined in (1) as the limit of the sequence {fn·gn} provided this sequence is regular in (a, b), wherefor n = 1, 2, … and ρ is a fixed infinitely differentiable function having the following properties:
Publisher
Cambridge University Press (CUP)
Cited by
15 articles.
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1. Generalised Functions and Fourier Analysis;Theories of Generalised Functions;2011
2. Further Properties of Distributions;Theories of Generalised Functions;2011
3. References;Theories of Generalised Functions;2011
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