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Multipliers of Hankel transformable generalized functions

Jorge J. BetancorIsabel Marrero — 1992

Commentationes Mathematicae Universitatis Carolinae

Let μ be the Zemanian space of Hankel transformable functions, and let μ ' be its dual space. In this paper μ is shown to be nuclear, hence Schwartz, Montel and reflexive. The space O , also introduced by Zemanian, is completely characterized as the set of multipliers of μ and of μ ' . Certain topologies are considered on 𝒪 , and continuity properties of the multiplication operation with respect to those topologies are discussed.

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