7 citations · 12 across the 2 of their papers we have counts for
3 papers
math.FA2023★ 5 cited
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…
math.FA2022★ 7 cited
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…
math.FA2019
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…