Stability and Performance of the SVD System.

This paper presents theoretical guarantees for the stability and performance for the singular value decomposition (SVD) system. The SVD System uses the SVD to reduce the dimension of the control inputs within a feedback loop. This is used to meet the rank 1 input constraint imposed by the row-column structure. The row-column structure reduces the number of inputs required to control mn subsystems to m + n. The SVD System provides scalable performance for systems coupled using the row-column structure. The results of this paper are the first analytical results for the SVD System when applied to linear subsystems of arbitrary order. The conclusion of all of this is that using the SVD System allows you to reduce the number of inputs while maintaining as close to the same performance as possible.