Analytic representation of generalized functions

Author:

Benedetto John J.

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference5 articles.

1. Benedetto, J.: The Laplace transform of generalized functions. Can. J. of Math.18, 357?374 (1966).

2. Bremermann, H.: Distributions, complex variables, and Fourier transforms. Addison-Wesley: Reading 1965.

3. Schwartz, L.: Théorie des distributions, tome I. Paris: Hermann 1957.

4. ?: Théorie des distributions, tome II. Paris: Hermann 1959.

5. Widder, D. V.: The Laplace transform. Princeton: Princeton University Press 1959.

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1. A Note on the Differential Inversion Method of Hohlfeld et al;SIAM Journal on Applied Mathematics;1995-06

2. On the Iterated Stieltjes Transform of Generalized Functions;Mathematische Nachrichten;1989

3. Complex inversion formula for the distributional Stieltjes transform;Proceedings of the Edinburgh Mathematical Society;1987-10

4. An Abelian and Tauberian theorem for the stieltjes transform of generalized functions;Czechoslovak Journal of Physics;1987-09

5. An inversion theorem for the Stieltjes transform of distributions;Proceedings of the Edinburgh Mathematical Society;1986-06

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