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The use of empirical optimization methods in navigational problems under scarce measurement data conditions

T. O. Myslivtsev


The paper considers the possibility for application of empirical optimization methods to resolution of the navigational problem in the case of a shortage of measurement information. It is proposed to use a modified method of conjugate directions solving the problem of prompt estimation of orbital parameters of space objects in the satellite system of observation.

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ALYOSHKIN, A.P. Theoretical Foundations of Adaptive Biased Estimation with Nonlinear Constraints and Its Application to Treatment of Ill-Defined Navigation Problems [in Russian]. VIKU im. A. F. Mozhaiskogo, 2001.

PANTELEYEV, A.V.; LETOVA, T.A. Methods of Optimization in Tasks and Exercises [in Russian]. Moscow: Vysshaya Shkola, 2002.

STEPANOV, M.G. Theory of Biased Estimation of Motion Parameters of Spacecrafts Based on Incomplete Data [in Russian]. VIKKA im. A. F. Mozhaiskogo, 1993.



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