For a distributed second-order differential equation, we consider the problem of constructing a control law ensuring that the solution of this equation tracks the solution of a standard equation subjected… Click to show full abstract
For a distributed second-order differential equation, we consider the problem of constructing a control law ensuring that the solution of this equation tracks the solution of a standard equation subjected to an unknown disturbance. A control design algorithm based on constructions of feedback control theory is proposed. The algorithm is stable under information noise and computational errors.
               
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