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For SVM, the classification of the examples is performed by a decision function (2) D X = W T G X + b where G is vector of non-linear functions of size L, where L > > n, actually L might be infinite.

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Several numerical examples are performed to validate the performance of the proposed algorithm.

Simulation studies for both set-point changes and disturbance rejection on various numerical examples are performed to prove the validity of the suggested performance benchmark.

Two examples are performed to check the theoretical findings.

Finally, several numerical examples are performed to verify the accuracy and efficiency of the present method.

Numerical examples are performed to demonstrate the physical mechanisms by which voids interact under electromigration.

Various computational examples are performed demonstrating the new capabilities of the code.

Numerical examples are performed to show the accuracy of the proposed method.

Finally, simulations on two examples are performed to illustrate the efficiency of the proposed control method.

Numerical examples are performed at the end to verify these properties.

Numerical examples are performed to assess the accuracy of extreme quantile estimates computed from censored samples.

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