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Simulations show that the array gain of the proposed beamformer exceeds that of the classical minimum variance beamformer for a finite number of samples and coherent interference scenario, using the sample matrix inverse technique or the diagonal loading approach.
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Moreover, for the design purpose, the existence condition of the proposed nonlinear H∞ observer is formulated in terms of LMIs by using a matrix generalized inverse technique.
We will present later a suitable technique for our designs for finding the matrix inverse efficiently for the proposed codes.
Sample matrix inverse.
An inverse technique is proposed.
Existing methods require matrix inverse computation for obtaining a systematic generator matrix from parity check matrix.
We extended the algorithm to other matrix inverse related calculations.
In this way, the complex matrix inverse problem in (20) can be simplified to the matrix inverse in (21).
As (26) involves the matrix inverse, we next propose a diagonal format of D that does not calculate matrix inverses.
Model parameters are estimated via an inverse technique.
The kinetic constants are evaluated using an original inverse technique.
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