Standard

A method to test the adequacy of a model to observations. / Tsvetkov, A.S.

Astronomical Data Analysis Software and Systems VIII. 1999. стр. 42-45.

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Harvard

Tsvetkov, AS 1999, A method to test the adequacy of a model to observations. в Astronomical Data Analysis Software and Systems VIII. стр. 42-45.

APA

Tsvetkov, A. S. (1999). A method to test the adequacy of a model to observations. в Astronomical Data Analysis Software and Systems VIII (стр. 42-45)

Vancouver

Tsvetkov AS. A method to test the adequacy of a model to observations. в Astronomical Data Analysis Software and Systems VIII. 1999. стр. 42-45

Author

Tsvetkov, A.S. / A method to test the adequacy of a model to observations. Astronomical Data Analysis Software and Systems VIII. 1999. стр. 42-45

BibTeX

@inbook{8663cb9f0ead44a3a8018ddcc75521cf,
title = "A method to test the adequacy of a model to observations",
abstract = "It is well known that the Least Squares method returns the values of the parameters regardless the correspondence of the model to observations. If the model does not correspond to the data one obtains the formal values of the parameters, which have no physical sense. Nevertheless, many people use values thus obtained in their theories and practice. The proposed method based on the orthogonal representation of the equations of a model is free of this fault since it tests the consistency of the model and data. This method have been used to find out the compatibility of the standard kinematical model with the proper motions of stars in the Hipparcos catalogue. It shows that there are some difficulties with the standard model of the Galactic rotation, and, on the contrary, there is a good agreement with the model of the Sun motion.",
keywords = "astrometry data analysis",
author = "A.S. Tsvetkov",
year = "1999",
language = "English",
pages = "42--45",
booktitle = "Astronomical Data Analysis Software and Systems VIII",

}

RIS

TY - CHAP

T1 - A method to test the adequacy of a model to observations

AU - Tsvetkov, A.S.

PY - 1999

Y1 - 1999

N2 - It is well known that the Least Squares method returns the values of the parameters regardless the correspondence of the model to observations. If the model does not correspond to the data one obtains the formal values of the parameters, which have no physical sense. Nevertheless, many people use values thus obtained in their theories and practice. The proposed method based on the orthogonal representation of the equations of a model is free of this fault since it tests the consistency of the model and data. This method have been used to find out the compatibility of the standard kinematical model with the proper motions of stars in the Hipparcos catalogue. It shows that there are some difficulties with the standard model of the Galactic rotation, and, on the contrary, there is a good agreement with the model of the Sun motion.

AB - It is well known that the Least Squares method returns the values of the parameters regardless the correspondence of the model to observations. If the model does not correspond to the data one obtains the formal values of the parameters, which have no physical sense. Nevertheless, many people use values thus obtained in their theories and practice. The proposed method based on the orthogonal representation of the equations of a model is free of this fault since it tests the consistency of the model and data. This method have been used to find out the compatibility of the standard kinematical model with the proper motions of stars in the Hipparcos catalogue. It shows that there are some difficulties with the standard model of the Galactic rotation, and, on the contrary, there is a good agreement with the model of the Sun motion.

KW - astrometry data analysis

M3 - Article in an anthology

SP - 42

EP - 45

BT - Astronomical Data Analysis Software and Systems VIII

ER -

ID: 4482693