AbstractThe moments of a finite positive measure, compactly supported on the complex plane and absolutely continuous with respect to the Lebesgue measure, with a bounded weight, are characterized by a positivity and boundedness condition, referring to an associated discrete kernel on N2 × N2
International audienceThe Moment-SOS hierarchy initially introduced in optimization in 2000, is base...
International audienceThe Moment-SOS hierarchy initially introduced in optimization in 2000, is base...
AbstractThe classical solution to the L problem of moments due to N. I. Akhiezer and M. G. Krein is ...
AbstractThe moments of a finite positive measure, compactly supported on the complex plane and absol...
moment problem Let I ⊆ R be an interval. For a positive measure µ on I the nth moment is defined as ...
AbstractThe power moments of a positive measure on the real line or the circle are characterized by ...
Let $K$ denote a nonempty closed subset of $\mathbb{R}^{n}$ and let $\beta\equiv \beta^{(m)} = \{\be...
Key words and phrases. Discrete random measure, moment problem, point process, random measure. Let X...
In this thesis we consider the Hausdorff and Hamburger one-dimensional moment problems. The Hamburge...
We prove new results and complete our recently published theorems on the vector-valued Markov moment...
Firstly, we recall the classical moment problem and some basic results related to it. By its formula...
Let $\mu$ be a given Borel measure on $\K\subseteq\R^n$ and let $y=(y_\alpha)$, $\alpha\in\N^n$, be ...
This thesis contains an exposition of the Hamburger moment problem. The Hamburger moment problem is ...
Abstract. Using elementary techniques from linear algebra, we de-scribe a recursire model for singul...
Let $\mu$ be a given Borel measure on $\K\subseteq\R^n$ and let $y=(y_\alpha)$, $\alpha\in\N^n$, be ...
International audienceThe Moment-SOS hierarchy initially introduced in optimization in 2000, is base...
International audienceThe Moment-SOS hierarchy initially introduced in optimization in 2000, is base...
AbstractThe classical solution to the L problem of moments due to N. I. Akhiezer and M. G. Krein is ...
AbstractThe moments of a finite positive measure, compactly supported on the complex plane and absol...
moment problem Let I ⊆ R be an interval. For a positive measure µ on I the nth moment is defined as ...
AbstractThe power moments of a positive measure on the real line or the circle are characterized by ...
Let $K$ denote a nonempty closed subset of $\mathbb{R}^{n}$ and let $\beta\equiv \beta^{(m)} = \{\be...
Key words and phrases. Discrete random measure, moment problem, point process, random measure. Let X...
In this thesis we consider the Hausdorff and Hamburger one-dimensional moment problems. The Hamburge...
We prove new results and complete our recently published theorems on the vector-valued Markov moment...
Firstly, we recall the classical moment problem and some basic results related to it. By its formula...
Let $\mu$ be a given Borel measure on $\K\subseteq\R^n$ and let $y=(y_\alpha)$, $\alpha\in\N^n$, be ...
This thesis contains an exposition of the Hamburger moment problem. The Hamburger moment problem is ...
Abstract. Using elementary techniques from linear algebra, we de-scribe a recursire model for singul...
Let $\mu$ be a given Borel measure on $\K\subseteq\R^n$ and let $y=(y_\alpha)$, $\alpha\in\N^n$, be ...
International audienceThe Moment-SOS hierarchy initially introduced in optimization in 2000, is base...
International audienceThe Moment-SOS hierarchy initially introduced in optimization in 2000, is base...
AbstractThe classical solution to the L problem of moments due to N. I. Akhiezer and M. G. Krein is ...
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