On a construction method of new moment sequences
Citations

WEB OF SCIENCE

0
Citations

SCOPUS

0

초록

In this paper we provide a way to construct new moment sequences from a given moment sequence. An operator based on multivariate positive polynomials is applied to get new moment sequences. A class of new sequences is corresponding to a unique symmetric polynomial; if this polynomial is positive, then the new sequence becomes again a moment sequence. We will see for instance that a new sequence generated from minors of a Hankel matrix of a Stieltjes moment sequence is also a Stieltjes moment sequence.

키워드

Moment sequenceRepresenting measurePositive semidefiniteSymmetric positive polynomial
제목
On a construction method of new moment sequences
저자
Baek, SeunghwanChoi, HayoungYoo, Seonguk
DOI
10.1007/s00605-024-01947-1
발행일
2024-09
유형
Article
저널명
Monatshefte für Mathematik
205
1
페이지
55 ~ 69