# IET Signal Processing

IET Signal Processing > 2016 > 10 > 7 > 732 - 736

IET Signal Processing > 2016 > 10 > 7 > 833 - 840

_{∞}finite-time boundedness analysis and design of finite-time H

_{∞}feedback control for discrete switched systems. By using sojourn probability information, a new kind of switched system model is proposed. Based on this model, sufficient conditions for the H

_{∞}finite-time boundedness are obtained by using Lyapunov functional method and the corresponding controllers...

IET Signal Processing > 2016 > 10 > 7 > 780 - 790

IET Signal Processing > 2016 > 10 > 7 > 825 - 832

IET Signal Processing > 2016 > 10 > 7 > 752 - 757

IET Signal Processing > 2016 > 10 > 7 > 737 - 742

IET Signal Processing > 2016 > 10 > 7 > 758 - 769

IET Signal Processing > 2016 > 10 > 7 > 709 - 716

IET Signal Processing > 2016 > 10 > 7 > 805 - 814

IET Signal Processing > 2016 > 10 > 7 > 724 - 731

IET Signal Processing > 2016 > 10 > 7 > 815 - 824

IET Signal Processing > 2016 > 10 > 7 > 770 - 779

IET Signal Processing > 2016 > 10 > 7 > 717 - 723

_{2}/l

_{p}(0 < p ≤ 1) norm minimisation method with partially known support for recovering block-sparse signals is studied. The authors mainly extend this work on block-sparse compressed sensing by incorporating some known part of the block support information as a priori and establish sufficient restricted p-isometry property (p-RIP) conditions for exact and robust recovery. The authors’...

IET Signal Processing > 2016 > 10 > 7 > 791 - 797

IET Signal Processing > 2016 > 10 > 7 > 798 - 804

IET Signal Processing > 2016 > 10 > 7 > 743 - 751