# IET Control Theory & Applications

IET Control Theory & Applications > 2007 > 1 > 1 > 439

IET Control Theory & Applications > 2007 > 1 > 1 > 440

^{tau}macr is correct and noteworthy. It appears, however, that there are a number of ways to show that (24) implies the global asymptotic stability of the origin of (12) even if A

^{tau}macr is singular. One way, as the author shows, emerges from Singh itself.

IET Control Theory & Applications > 2007 > 1 > 1 > 430 - 438

IET Control Theory & Applications > 2007 > 1 > 1 > 422 - 429

IET Control Theory & Applications > 2007 > 1 > 1 > 189 - 194

IET Control Theory & Applications > 2007 > 1 > 1 > 178 - 188

IET Control Theory & Applications > 2007 > 1 > 1 > 313 - 319

_{0}

^{infin}e

^{2}(t) dt has been widely used in the analytical design of optimal control systems. In most control literature, the integral I, by virtue of Parseval's theorem, is represented by the complex integral (1/i2pi)int

_{-iinfin}

^{iinfin}E(s)E(-s) ds, i=radic-1, and many efficient parametric expressions derived for the evaluation...

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_{infin}optimisation and linear matrix inequality techniques are employed to solve the optimisation problem for determining the coefficients...

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_{infin}control technique is employed for dynamic module design after an augmented control system is constructed through a model-matching strategy. The stability, performance and robustness...