18 citations · 103 across the 15 of their papers we have counts for
9 papers · 1 filter
Moment problem for algebras generated by a nuclear space
Maria Infusino, Salma Kuhlmann, Tobias Kuna +1
We establish a criterion for the existence of a representing Radon measure for linear functionals defined on a unital commutative real algebra , which we assume to be generated…
An intrinsic characterization of moment functionals in the compact case
Maria Infusino, Salma Kuhlmann, Tobias Kuna +1
We consider the class of all linear functionals on a unital commutative real algebra that can be represented as an integral w.r.t. to a Radon measure with compact support i…
The Truncated Moment Problem for Unital Commutative R-Algebras
Raul E. Curto, Mehdi Ghasemi, Maria Infusino +1
We investigate when a linear functional defined on a linear subspace of a unital commutative real algebra admits an integral representation w.r.t. a positive Radon meas…
Projective limits techniques for the infinite dimensional moment problem
Maria Infusino, Salma Kuhlmann, Tobias Kuna +1
We deal with the following general version of the classical moment problem: when can a linear functional on a unital commutative real algebra be represented as an integral with…
The full moment problem on subsets of probabilities and point configurations
Maria Infusino, Tobias Kuna
The aim of this paper is to study the full moment problem for measures supported on some particular non-linear subsets of an infinite dimensional vector space. We focus on…
Infinite dimensional moment problem: open questions and applications
Maria Infusino, Salma Kuhlmann
Infinite dimensional moment problems have a long history in diverse applied areas dealing with the analysis of complex systems but progress is hindered by the lack of a general und…
On the determinacy of the moment problem for symmetric algebras of a locally convex space
Maria Infusino, Salma Kuhlmann, Murray Marshall
This note aims to show a uniqueness property for the solution (whenever exists) to the moment problem for the symmetric algebra of a locally convex space . Let b…
Moment problem for symmetric algebras of locally convex spaces
M. Ghasemi, M. Infusino, S. Kuhlmann +1
It is explained how a locally convex (lc) topology on a real vector space extends to a locally multiplicatively convex (lmc) topology on the symmetric algebra…
Quasi-analyticity and determinacy of the full moment problem from finite to infinite dimensions
Maria Infusino
This paper is aimed to show the essential role played by the theory of quasi-analytic functions in the study of the determinacy of the moment problem on finite and infinite-dimensi…