Bounds on generalized structured singular values
Jingdao Chen, Carl N. Nett · 2005
The authors present several bounds on the structured singular value (SSV). They first adopt a generalized notion of which is useful for problems where uncertainties are assumed to be bounded in an l/sub p/-induced matrix norm. Two different types of bounds, in terms of Perron root and interaction parameters, respectively, are given for the new SSV, and their relations are discussed. These bounds are useful in that they are easy to compute and may be further analyzed to provide insights useful in design.>