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A converse Lyapunov theorem for such systems is developed.
Secondly, L 1 -gain performance analysis for the underlying systems is developed.
A methodology for identifying stoichiometric models for complex reaction systems is developed.
Internal model control (IMC) for nonlinear systems is developed directly from input output linearization.
A finite element model of rotor systems is developed using Timoshenko beam element.
Subsequently, a robust bi-level programming model for the day-ahead congestion management in distribution systems is developed.
A design of the structure of marine simulator systems is developed.
A new state-space representation of the Bezout identity for singular systems is developed.
A new approach for observer-based feedback control of time-delay systems is developed.
A methodology for modeling two-phase flow distributions in parallel-channel systems is developed.
An intrinsic formulation of geometric proportional derivative tracking control for fully actuated mechanical systems is developed.
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