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Now, to select the suitable values for private keys, we explain one example here.
By selecting the suitable values of the parameters, we can obtain these two limit cycle.
The suitable values or the adaptation technique for some parameters in computation was discussed in the paper.
Generally, a random hit-and-trial method or prior experience is required to determine the suitable values of design parameters.
To achieve the suitable values of α and β for real LLR values, we use Monte Carlo simulation for simplicity.
Moreover, the effect of parameter setting is investigated by using the Taguchi method of design of experiment (DOE) to determine the suitable values for key parameters.
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As a result, σ = Cmaxα is the suitable value.
The suitable value for Smax can easily be determined.
Therefore, it is required to find the suitable value of its exponent through measurements.
To achieve the given false alarm probability, the threshold for each SNR is optimized by searching the suitable value.
Although the suitable value of the artificial viscosity depends on the governing equations and the model of target problem, it can be determined by von Neumann stability analysis.
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