M. A. Horn and I. Lasiecka. Asymptotic behavior with respect to thickness of boundary stabilizing feedback for the Kirchoff plate. Journal of Differential Equations, 114(2):396--433, December 1994. Home/Search Document Not in Database Summary Related Articles |
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Sharp Trace Regularity for the Solutions of the Equations of.. - Mary Ann Self-citation (Horn) (Correct)
....results have proven themselves to be of critical importance in the study of controllability and stabilizability of various systems, as well as being of great interest in their own right. Particular cases include the wave equation (see [9] and both linear and nonlinear plate equations (see [5], 8] In our study of the three dimensional system of linear elasticity, we focus on results for the wave equation. This is due to the fact that, under appropriate assumptions, the system of elasticity can be decoupled into three wave equations. Thus, we would hope that results, analagous to ....
M. A. Horn and I. Lasiecka. Asymptotic behavior with respect to thickness of boundary stabilizing feedback for the Kirchoff plate. Journal of Differential Equations, 114(2):396--433, December 1994.
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