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The computation of gain matrices about observer can be transformed into a convex optimization problem.
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Using classical feedback control principle the LMI-based procedure is provided for computation of the gain matrix of state control laws, and influence of equality constraints is explained.
The computation of the gain matrix is formulated in terms of a static output feedback problem, which can be efficiently solved using linear matrix inequalities.
To decrease the hardware complexity while maintaining sufficient accuracy, the computation of Kalman Gain is simplified with a lookup table method.
State feedback control is very attractive due to the precise computation of the gain matrix, but the implementation of a real-state feedback controller is impossible in most of the practical situations.
Under the dwell time constraint, the computation of ℓ2 gains versus dwell time is viewed as an open problem.
Performance analysis for microphone arrays with irregular geometries typically requires direct computation of beamforming gains over the spatial and frequency ranges of interest.
Another assumption relates to the computation of production gains.
They are based on the computation of predictive gains from further inclusions, both on the estimated DLT probability of the MTD and on precision of DLT probability of the MTD as measured on the width of its 95% credibility interval.
All those digital types eyeing bioinformatics as their next career will tell themselves that its just a matter of using high-powered computation to gain the statistics the FDA needs.
We compare the upper bound on the coding gain given in Proposition 1 with a numerical computation of the coding gain on Figure 1.
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