Search for: [Abstract = "A family of parametric linear\-quadratic optimal control problems is considered. The problems are subject to state constraints. It is shown, that if weak second order sufficient optimality conditions and standard constarint qualifications are satisfied at the reference point, then, for small perturbations of the parameter, there exists a locally unique stationary point, corresponding to a solution. This point is a Lipschitz continuous functions of the parameter."]

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