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- A. Y. Khapalov, S. D. Eubanks

- A. Y. Khapalov
- SIAM J. Control and Optimization
- 2003

- A. Y. Khapalov
- CDC
- 2007

We study the local controllability of a mathematical model of an abstract object which “swims” in the 2-D nonstationary Stokes fluid. We assume that this object consists of finitely many subsequently connected small sets (“thick points”) each of which can act upon any of the adjacent sets in a rotation fashion with the purpose to generate its fishor… (More)

- A. Y. KHAPALOV
- 2000

This paper is concerned with the approximate and exact controllability properties of the wave equation with interior point controls entering via the concentrated force, the velocity of the displacement and the moment. The emphasis is given to the moving point controls and their dual observations whose advantages and disadvantages, versus the static ones,… (More)

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