Extensions of mixed-µbounds to monotonic and odd monotonic nonlinearities using absolute stability theory
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Publication:4315180
DOI10.1080/00207179408921501zbMath0825.93672OpenAlexW2038564882MaRDI QIDQ4315180
Dennis S. Bernstein, Steven R. Hall, Jonathan P. How, Wassim M. Haddad
Publication date: 7 December 1994
Published in: International Journal of Control (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1080/00207179408921501
Related Items (10)
A new model reference control architecture: Stability, performance, and robustness ⋮ On the stabilizing conic sectors obtained using small-gain techniques ⋮ Structured singular value controller synthesis using constant D-scales without D-K iteration ⋮ Generalized mixed-μ bounds for real and complex multiple-block uncertainty with internal matrix structure ⋮ Real-\(\mu\) bounds based on fixed shapes in the Nyquist plane: Parabolas, hyperbolas, cissoids, nephroids, and octomorphs ⋮ Robust nonlinear-nonquadratic feedback control via parameter-dependent lyapunov functions ⋮ State space modeling and robust reduced-order control of combustion instabilities ⋮ A solution of the absolute stabilizability problem on the basis of frequency inequalities ⋮ Discrete-time extensions of mixed-μ bounds to monotonic and odd monotonic nonlinearities ⋮ Non-linear impulsive dynamical systems. Part I: Stability and dissipativity
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