Multiobjective Control Design via Linear Matrix Equations
IFAC Proceedings Volumes
Original Item ID
Various methods are given which satisfy multiple criteria for control design. These methods reduce to linear algebraic problems and require the satisfaction of certain existence conditions. All controllers that will achieve the desired objectives are derived. The set of multiple objectives that are allowed include pole region assignment, structured parameter robustness, H2/H∞ constraints, and Frobenius Hankel norm constraints.
Yaz, Edwin E.; Grigoriadis, Karolos M.; and Skelton, Robert E., "Multiobjective Control Design via Linear Matrix Equations" (1993). Electrical and Computer Engineering Faculty Research and Publications. 768.