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ON GUARANTEED CONTROL UNDER MEASURING A PART OF COORDINATES

Annotation

The paper is devoted to a problem of game control of a nonlinear distributed system. The goal of this note is in describing stable algorithms of its solution. The suggested algorithms are based on the constructions of the dynamical inversion theory and the extremal shift method.

Keywords

feedbak control; extremal shift method

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UDC

517.977

Pages

1279-1284

References

1. Caginalp G. An analysis of a phase field model of a free boundary // Arch. Rat. Mech. Analysis. 1986. V. 92. P. 205–245. 2. Krasovskij N.N., Subbotin A.I. Pozicionnye differencial'nye igry. M.: Nauka, 1974. 474 s. 3. Krasovskij N.N. Upravlenie dinamicheskoj sistemoj. M.: Nauka, 1985. 520 s. 4. Osipov Ju.S. Izbrannye trudy. M.: MGU, 2009. 654 s. 5. Osipov Yu.S., Kryazhimskii A.V. Inverse problems of ordinary differential equations: dynamical solution. London: Gordon and Breach, 1995. 874 p. 6. Maksimov, V.I. Dynamical Inverse Problems of Distributed Systems. Boston: VSP, 2002. 270 p. 7. Maksimov V., Troltzsch F. Dynamical state and control reconstruction for a phase field model // Dynamics of continuous, discrete and impulsive systems. A: Mathematical analysis. 2006. V. 13. № 3-4. P. 419–444.

Received

2015-04-24

Section of issue

Scientific articles

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