In this paper, stability conditions for distributed control problems are derived under general integral quadratic constraints to achieve quadratic performance. These results take the form of coupled LMIs, and the multipliers are specified by the underlying integral quadratic constraints to model interconnections between the subsystems. It is further shown that these stability results can be exp...

Many CSPs can be effectively represented and efficiently solved using matrix models, in which the matrices may have symmetry between their rows and/or columns. Eliminating all such symmetry can be very costly as there are in general exponentially many symmetries. Cost-effective methods have been proposed to break much of the symmetry, if not all. In this paper, we continue with this line of res...