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This computation of scheduling follows the policies explained in the subsequent sections.

The resulting value from this computation of inner products on the basis of a kernel function is referred to as a score, and a subsequent score-to-likelihood-ratio transformation is performed by using logistic regression calibration [14,22,23].

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However, this requires the computation of the maximum value, implying an additional computational cost.

After this preprocessing, the computation of emission probability is O k), and the overall running time of this algorithm is O k n m + (n +  m) E).

This avoids the computation of the gamma function Γ x).

In Section 5.2.6, we will see an application of this for the computation of PH.

This involves the computation of 64 different as shown in (14) (14).

This affects the computation of the motion vector difference and hence affects the coding performance.

By this method, the computation of the posterior distribution of accident rate can be simplified.

In this work, the computation of three-dimensional free surface flows with the method is presented.

This requires the computation of moments of the responses of the individual probes and their average.

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