On stabilizability of evolution systems of partial differential equations on ℝ n ×[0,+∞) by time-delayed feedback controlsby time-delayed feedback controls

Author:

Fardigola L. V.

Publisher

Walter de Gruyter GmbH

Subject

General Mathematics

Reference19 articles.

1. R. Bellman and K.L. Cook: Differential-Difference Equations, Acad. Press, New York-London, 1963.

2. R.F. Curtain and A.J. Pritchard: “Robust stabilization of infinite-dimensional systems with respect to coprime factor perturbations”, In: Differential equations, dynamical systems, and control science. A Festschrift in Honor of Lawrence Markus. Marcel Dekker. Lect. Notes Pure Appl. Math., New York, NY, Vol. 152, (1994), pp. 437–456.

3. R. Datko, J. Lagnese, M.P. Polis: “An example of the effect of time delays in boundary feedback stabilization of wave equations”, SIAM J. Control. Optim., Vol. 24, (1986), pp. 152–156.

4. L.V. Fardigola: “On a nonlocal two-point boundary-value problem in a layer for an equation with variable coefficients” (in Russian), Sibirsk. Mat. Zh., Vol. 38, (1997), pp. 424–438, English translation in: Siberian Math. J., Vol. 38, (1997), pp. 367–379.

5. L.V. Fardigola: “On stabilizability of evolution systems of partial differential equations on ℝ n ×[0,+∞) by feedback control”, Visnyk Kharkivs'kogo Universytetu. Ser. Matematyka, Prykladna Matematyka i Mekhanika, Vol. 475, (2000), pp. 183–194.

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