论文标题
截短的Hausdorff矩阵力矩问题的两个分解矩阵之间的显式关系
Explicit relation between two resolvent matrices of the truncated Hausdorff matrix moment problem
论文作者
论文摘要
我们考虑了与截短的Hausdorff矩阵力矩问题（THMM）相关的两个分解矩阵之间的明确关系，如果有偶数和奇数的矩。在有限间隔$ [a，b] $及其相关的第二种多项式方面，在四个正交矩阵多项式的家族的帮助下描述了这种关系。
We consider the explicit relation between two resolvent matrices related to the truncated Hausdorff matrix moment problem (THMM) in the case of an even and odd number of moments. This relation is described with the help of four families of orthogonal matrix polynomials on the finite interval $[a,b]$ and their associated second kind polynomials.
