GUARANTEED ROOT MEAN SQUARE ESTIMATES OF OBSERVATIONS WITH UNKNOWN MATRICES

O. Nakonechnyi, G. Kudin, P. Zinko, T. Zinko
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Abstract

The problems of guaranteed mean square estimation of unknown rectangular matrices based on observations of linear functions from random matrices with random errors are considered in the paper. Asymptotic distributions of guaranteed errors and guaranteed estimates are obtained in the case of small perturbations of the matrices. A test example of the asymptotic distribution is given.
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具有未知矩阵的观测值的保证均方根估计
本文研究了基于随机误差随机矩阵的线性函数观测值的未知矩形矩阵的保证均方估计问题。在矩阵扰动较小的情况下,得到了保证误差和保证估计的渐近分布。给出了渐近分布的一个检验实例。
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