Add to ORKGThe problem of recovering a moment-determinate probability density function (pdf) from its moments is studied. The proposed construction provides a method for recovery of different pdfs via simple transformations of the moment sequences. Uniform and L1-rates of convergence of moment-recovered pdfs are obtained. Finally, some applications and examples are briefly discussed.
AbstractConsidered here are absolutely continuous probability distributions, concentrated on the int...
We study the problem of approximating the copula and copula density function from a sequence of tran...
Reconstructing parton distribution function (PDF) from the corresponding Mellin moments belongs to a...
The moment-recovered approximations of multivariate distributions are suggested. This method is natu...
Various methods have been proposed to approximate a solution to the truncated Hausdorff moment probl...
In this paper, we describe a tool to aid in proving theorems about random variables, called the mome...
We present a systematic study of the reconstruction of non-negative functions via maximum entropy ap...
International audienceThe resolution of the population balance equation (PBE) using moment-based met...
A new method for solving the Hausdorff moment problem is presented which makes use of Pollaczek poly...
The recovering of a positive density, of which a finite number of moments is assigned, is considered...
The recovering of a positive density function of which a finite number of moments are assigned is co...
AbstractIn this work the problem of the approximate numerical determination of a semi-infinite suppo...
To appear in Constructive ApproximationWe investigate a class of moment problems, namely recovering ...
A result by Mead and Papanicolaou is proved without the assumption of absolute continuity and withou...
21 pagesThe purpose of this paper is to study the problem of estimating a compactly supported densit...
AbstractConsidered here are absolutely continuous probability distributions, concentrated on the int...
We study the problem of approximating the copula and copula density function from a sequence of tran...
Reconstructing parton distribution function (PDF) from the corresponding Mellin moments belongs to a...
The moment-recovered approximations of multivariate distributions are suggested. This method is natu...
Various methods have been proposed to approximate a solution to the truncated Hausdorff moment probl...
In this paper, we describe a tool to aid in proving theorems about random variables, called the mome...
We present a systematic study of the reconstruction of non-negative functions via maximum entropy ap...
International audienceThe resolution of the population balance equation (PBE) using moment-based met...
A new method for solving the Hausdorff moment problem is presented which makes use of Pollaczek poly...
The recovering of a positive density, of which a finite number of moments is assigned, is considered...
The recovering of a positive density function of which a finite number of moments are assigned is co...
AbstractIn this work the problem of the approximate numerical determination of a semi-infinite suppo...
To appear in Constructive ApproximationWe investigate a class of moment problems, namely recovering ...
A result by Mead and Papanicolaou is proved without the assumption of absolute continuity and withou...
21 pagesThe purpose of this paper is to study the problem of estimating a compactly supported densit...
AbstractConsidered here are absolutely continuous probability distributions, concentrated on the int...
We study the problem of approximating the copula and copula density function from a sequence of tran...
Reconstructing parton distribution function (PDF) from the corresponding Mellin moments belongs to a...