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It can be shown by simulation that the key parameters are the number of subcarriers (or useful time interval ), zero padding duration, and number of OFDM symbols (the algorithm is rather insensitive to the channel).
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It will be shown by simulations that the performance of the proposed method is close to that of the exhaustive (optimal) search approach.
It will be shown by simulations in Section 5 that the minimum probability of error in detection of a spectrum hole is achieved for λ n = 0.
Although the CQI estimation for CoMP transmission is conservative, it does not mean that non‐CoMP will outperform the CoMP transmission, as will be shown by simulations later.
This allows for a low-complexity estimation with respect to time-domain techniques and, as will be shown by simulations, provide even better performance in a reasonable range.
Though the lower bound on the energy-delay tradeoff is derived in linear networks, it will be shown by simulations in the following Section 6 that this bound is proper for 2-dimensional Poisson distributed networks.
Although the simplifications came at the cost of the optimality still high gains in comparison to a simple load-balancing algorithm were obtained and close to optimum performance could be shown by simulations based on a duality bound.
In the next section, it will be shown by simulations that the approximations obtained in (23 - 26 23 - 26m well even for a small number of hoperformn this section, wellill discuss thevenalytical results obtained in the previous sections.
It will be shown by simulations that among the considered non-iterative design procedures the TLS eigenfilter technique has the best performance, i.e. best resembling the performance of the non-linear design procedure but having a significantly lower computational complexity.
It is shown by simulation studies that the designed robust.
The efficacy of this approach is shown by simulation.
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