Sentence examples for minimum error probability from inspiring English sources

Since CCI is not Gaussian distributed, maximizing SINR cannot guarantee the minimum error probability.

Then, the minimum error probability achieves (p_{text {err}}^{min } = 0.18) and the optimal square zone length is (s_{g}^{text {Opt}} = 1.79r_{f}).

Fig. 11 Minimum error probability p err and square zone length s g /r f using optimal geographic region division scheme.

Moreover, DFT-RDM has always an overall error probability higher than W-DFT-RDM and away from the minimum error probability.

Based on the PEP analysis, the optimum spatial Q-component interleaver design criterion is provided to achieve the minimum error probability.

Based on the analysis of average PEP of coded bits, the optimum spatial Q-component interleaver design criterion is provided to attain the minimum error probability.

The main constraints for this function thus can be the minimum error probabilities (e.g., false negative/positive rates) and computation time.

This contribution continues this theme, and we provide a generic framework for adaptive minimum error-probability filter design suitable for the employment in a variety of communication systems.

Advantages and disadvantages of the adaptive minimum error-probability filter design are analysed extensively, in comparison with the classic Wiener filter design.

To accomplish the set task, we first obtain the optimal minimum-error probability considering collective measurements (Section 2).

The minimum-error probability for the discrimination between the known states (vert 0 rangle) and (vert alpha _{0}+u/sqrt{n} rangle), (P_{mathrm{e}}^ u,n)), averaged over the Gaussian distribution (G u)), takes the form begin{aligned} P_{mathrm{ e}}^(n) =& int G u) P_{mathrm{ e}}^ (u,n), d^{2}u =& int G u) frac{1}{2} bigl 1-sqrt{1-bigl|langle{0}|{alpha _{0}+u/sqrt{n}}ranglebigl 1-sqrt{1-bigl|langle{