Solution of the Problems of Controlling the Motion of a Point on a Sphere

Author:

YEFYMENKO M.

Publisher

National Academy of Sciences of Ukraine (Co. LTD Ukrinformnauka)

Reference8 articles.

1. 1 Kirichenko N.V., Matvienko V.T. Algorithms of asymptotic terminal and adaptive stabilization of the rotational motions of a rigid body. Problems of Control and Informatics. 2003. No 1. P. 5-15. (in Russian).

2. 2 Kirichenko N.F., Lepekha N.P. Perturbation of pseudoinverse and projection matrices and their application to the identification of linear and nonlinear dependencies. Problems of Control and Computer Science. 2001. N 1. P. 6-22.

3. 3 Kirichenko N.F., Lepekha N.P. Pseudo-inversion in control and observation problems. Automation. 1993. N 5. P. 69-81.

4. 4 Kirichenko N.F., Matvienko V.T. Optimal synthesis of structures for linear systems. Problems of Control and Informatics. 1996. N 1-2. P. 162-171.

5. 5 Yefimenko N.V. Mathematical model of the angular motion of the spacecraft in the parameters of Rodrigues-Hamilton and its properties. Electronic modeling. 2018. Vol. 40. No 6. P. 21-36 (in Russian).

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