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We elaborate on the running time more in the next subsection where we compare SiS with an existing method on very large real data sets.

Similar(58)

The approach is shown in next subsection, where we show that Jacobian matrix (6) of static QNU can be calculated only once and that also the matrix inversion (5) can be avoided for QNU (Section 3.5).

The operations will be described in detail in the next subsection for the second case, where they are used in the route discovery mechanism for intermediate nodes meet invalid paths.

In the next subsection we shall give an explicit example where the Heisenberg group is used for a geometrical construction.

where, the angles η and γ are evaluated as shown in the next subsection.

An exceptional case is that with (p = 0) where the analytical expression of (overline{u_{rho ( i,l ) }}) is found as demonstrated in the next subsection.

This is discussed further in the next subsection.

In the next subsection we demonstrate the effect of different drag models on the drag power to muscle power ratio.

How choices are designated in the RPS form is discussed in the next subsection.

(The other is discussed in the next subsection).

This aspect will be relevant also in the next subsection.

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