summary:We characterize the existence of the $L^1$ solutions of the truncated moments problem in several real variables on unbounded supports by the existence of the maximum of certain concave Lagrangian functions. A natural regularity assumption on the support is required
Title from cover. "June 1999."Includes bibliographical references (leaves 47-52).Partially supported...
We define truncated Mellin moments of parton distributions by restricting the integration range over...
Nous nous intéressons dans ce travail au prolongement d'applications linéaires, que ce soit des fonc...
summary:We characterize the existence of the $L^1$ solutions of the truncated moments problem in sev...
We investigate the truncated moment problem, especially the Carathéodory number, the set of atoms an...
Abstract An approach to truncated moment problems is developed, via the Riesz functional and an assu...
We find necessary and sufficient conditions for the existence of a probability measure on N0, the no...
AbstractThe extremal solutions of the truncatedL-problem of moments in two real variables, with supp...
AbstractWe employ positivity of Riesz functionals to establish representing measures (or approximate...
AbstractIn this work we propose a method to obtain the normal solution of the finite moment problem ...
AbstractWe consider the truncated K-moment problem when K is the closure of a, not necessarily bound...
In this article we solve four special cases of the truncated Hamburger moment problem (THMP) of degr...
We consider the problem of finding a (non-negative) measure μ on B(Cn) such that ∫Cnzkdμ(z)=sk, ∀k∈K...
Given any random variable X[set membership, variant][0,M] with and fixed, various bounds are derived...
Let $K$ denote a nonempty closed subset of $\mathbb{R}^{n}$ and let $\beta\equiv \beta^{(m)} = \{\be...
Title from cover. "June 1999."Includes bibliographical references (leaves 47-52).Partially supported...
We define truncated Mellin moments of parton distributions by restricting the integration range over...
Nous nous intéressons dans ce travail au prolongement d'applications linéaires, que ce soit des fonc...
summary:We characterize the existence of the $L^1$ solutions of the truncated moments problem in sev...
We investigate the truncated moment problem, especially the Carathéodory number, the set of atoms an...
Abstract An approach to truncated moment problems is developed, via the Riesz functional and an assu...
We find necessary and sufficient conditions for the existence of a probability measure on N0, the no...
AbstractThe extremal solutions of the truncatedL-problem of moments in two real variables, with supp...
AbstractWe employ positivity of Riesz functionals to establish representing measures (or approximate...
AbstractIn this work we propose a method to obtain the normal solution of the finite moment problem ...
AbstractWe consider the truncated K-moment problem when K is the closure of a, not necessarily bound...
In this article we solve four special cases of the truncated Hamburger moment problem (THMP) of degr...
We consider the problem of finding a (non-negative) measure μ on B(Cn) such that ∫Cnzkdμ(z)=sk, ∀k∈K...
Given any random variable X[set membership, variant][0,M] with and fixed, various bounds are derived...
Let $K$ denote a nonempty closed subset of $\mathbb{R}^{n}$ and let $\beta\equiv \beta^{(m)} = \{\be...
Title from cover. "June 1999."Includes bibliographical references (leaves 47-52).Partially supported...
We define truncated Mellin moments of parton distributions by restricting the integration range over...
Nous nous intéressons dans ce travail au prolongement d'applications linéaires, que ce soit des fonc...
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