METHOD OF ORTHOGONAL EXPANSIONS IN THE ESTIMATION PROBLEM WITH A POLYMULTIPLICATE MEASUREMENT MODEL

Сonsider the problem of estimating a multidimensional useful signal by measuring a linear combination of its components, when its coefficients are random functions. The optimal solution has been found. The calculated ratios were obtained. Examples of practical value are considered.

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Publication Details

Published
2025-06-15
DOI
https://doi.org/10.21667/978-5-7722-0427-6-54-58
Primary Topic
Radiative Heat Transfer Studies
Type
article
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article

METHOD OF ORTHOGONAL EXPANSIONS IN THE ESTIMATION PROBLEM WITH A POLYMULTIPLICATE MEASUREMENT MODEL

K.A. Tsiporkova, G.S. Lukyanova
Radiative Heat Transfer Studies
article

METHOD OF ORTHOGONAL EXPANSIONS IN THE ESTIMATION PROBLEM WITH A POLYMULTIPLICATE MEASUREMENT MODEL

K.A. Tsiporkova, G.S. Lukyanova
article en

Abstract

Сonsider the problem of estimating a multidimensional useful signal by measuring a linear combination of its components, when its coefficients are random functions. The optimal solution has been found. The calculated ratios were obtained. Examples of practical value are considered.

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Radiative Heat Transfer Studies
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METHOD OF ORTHOGONAL EXPANSIONS IN THE ESTIMATION PROBLEM WITH A POLYMULTIPLICATE MEASUREMENT MODEL — K.A. Tsiporkova, G.S. Lukyanova · (2025) | TGRS Research Map | TGRS