This contribution discusses the mapping of singular value (sigma-) bounds and structured singuar value (mu-) bounds into parameter space. The sigma- and mu- mapping problem is defined to enclose robut design and analysis in parameter space. Real, complex and mixed uncertainty structures are considered. While the singular values enjoy nice continuity properties and bound mapping is rather principally straightforward, the structured singular value bound mapping is more involved. Discontinuity properties of mu-measures w.r.t. parametric uncertainties are further discussed in terms of bifurcation mapping conditions.
Singular Value and Structured Singular Value Bounds in Parameter Space
2002 ; Lisboa
2002
Conference paper
Electronic Resource
English
An Upper Bound of Structured Singular Value via Parameter Dependent Multiplier
British Library Online Contents | 1997
|Computation of the real structured singular value
AIAA | 1989
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