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On the Determinacy of the Moment Problem for Symmetric Algebras of a Locally Convex Space

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Part of the book series: Operator Theory: Advances and Applications ((OT,volume 262))

Abstract

This note aims to show a uniqueness property for the solution (whenever exists) to the moment problem for the symmetric algebra S(V ) of a locally convex space (V, T).

Murray Marshall passed away on the 1st of May 2015. He was really passionate about the question addressed in this note and was still working on it in the very last days of his life. We lost a wonderful collaborator and a dear friend. We sorely miss him. (M. Infusino, S. Kuhlmann).

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Correspondence to Maria Infusino .

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Infusino, M., Kuhlmann, S., Marshall, M. (2018). On the Determinacy of the Moment Problem for Symmetric Algebras of a Locally Convex Space. In: Duduchava, R., Kaashoek, M., Vasilevski, N., Vinnikov, V. (eds) Operator Theory in Different Settings and Related Applications. Operator Theory: Advances and Applications, vol 262. Birkhäuser, Cham. https://doi.org/10.1007/978-3-319-62527-0_7

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