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In Section 1, a useful transformation of objective function is given by using jointly the relation between the minimum mean square error and the fractional programming method.
Rigorous proof is given by using Lyapunov theory and graph theory.
Then the approximate analytical solution of the DVA's parameters is given by using known results for the undamped structure obtained.
Based on these conditions, a clear expression for the desired controller is given by using a simple matrix decoupling method.
A new method for designing these observers is given by using an LMI (Linear matrix inequality) formulation.
Following this, design of the fault detection system is given by using operator-based robust RCF approach.
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Examples are given by using this approach.
The rigorous proofs are given by using Lyapunov theory.
Approximated transfer functions are derived from Bode diagrams which are given by using definitions of DNRGA method.
The conditions of stability of the correlative error estimation systems are given by using linear matrix inequalities (LMIs).
Death can be prevented if a victim is treated early with large amounts of fluids and electrolytes, which can be given by using oral rehydration kits.
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