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In our approach the polynomial coefficients are represented in terms of convolutions of vectors, which considerably simplifies the coding of the algorithm, and unlike existing approaches does not rely on symbolic computation software.
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A simple analytic example for this undesirable property is given, together with a short Mathematica® code of the algorithm.
Pseudo code of the algorithm is sketched in Fig. 3.
Table 1 shows the pseudo-code of the algorithm.
The code of the algorithm was written using the Matrix Laboratory software (MATLAB).
The pseudo-codes of the algorithm are listed in Algorithm 1.
The pseudo code of the algorithm is shown in Algorithms 1-3.
A Matlab/MEX code of the algorithm can be downloaded froma.
In order to clarify the functionality of CLIR, the pseudo code of the algorithm has been included as a resource.
The general structure of the developed search algorithm is illustrated in Fig. 4. The pseudo-code of the algorithm, which provides execution details, is given in Table 2.
Next, the pseudo-codes of the algorithm for calculating the restricted RREQ area, route probability of connectivity and route packet delay in our work are described in Figures 2 and 3.
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