What people are saying - Write a review
We haven't found any reviews in the usual places.
LINEAR RANK ONE DISTURBANCES
ASYMPTOTIC STABILITY FOR TIME VARYING
1 other sections not shown
AA(q absolute column sum algorithm asymptotically stable closed loop plant closed-loop eigenvectors closed-loop system companion form complex conjugate pairs condition for stability conjugate gradient Cornell University corollary desired eigenvalues diagonal matrix disk sizes disks centered disks of radius disks yD eigen eigenvalue assignment eigenvalue per disk eigenvalues of F Electrical Engineering entries in AA evaluate formulation given in 9 guaranteed bound guaranteed disk GUARANTEED EIGENVALUE PLACEMENT i'th column invariant system k'th absolute column KeK(A linear in q Manzer matrix norm minimization in 3.4 minimizes the disk multiple input systems multiple-input numerical example overlap parameterize pI-A place the eigenvalues placing eigenvalues possible sign permutations problem Proof radii Re(yH Z F Z_1 restricted to disks resulting disks resulting feedback gain row sum School of Electrical Skowhegan system is asymptotically system matrix system x techniques term in 3.4 theorem uncertainties unperturbed value of 3.4 variable feedback varying perturbations vectors