Sentence examples for maximal achievable rates from inspiring English sources

The maximal achievable rates are obtained by optimizing over both the joint distribution of probability and over the constellation symbol positions.

We can see from Figures 6, 7, 8, 9, 10, and 11 that SM X, P UX ¯, P X ¯ (optimization of only) outperforms SM X ¯, P UX, P X (optimization of P UX only) in terms of maximal achievable rates per user when M=4.

Moreover, when the power budget at relays is large enough, the secrecy rate achieved by the proposed scheme approaches the maximal achievable rate of the SRD link.

We should note that the gap between the maximal secrecy rate that can be achieved by any security schemes and the maximal achievable rate of the SRD link is caused by the secrecy constraint.

Even when we fully optimize SM SMSM X, P UX, P X ), we are far from maximal achievable rate region.

Maximal achievable rate region for superposition coding and superposition modulation is obtained using constellation shaping.

Thus, | U | ≤ M. To determine the maximal achievable rate region using superposition coding, consider the case | U | = M.

In this paper, maximal achievable rate regions are derived for power-constrained AWGN broadcast channel involving finite constellations and two users.

Sometimes, the maximal achievable rate region curve is very close or even coincides with the SM X, P UX, P X achievable rate region in a pair of rates ( R 1 ∗ + R 2 ∗, R 2 ∗ ).

This gain ( MG R 1 ( SC X, P UX, P X | TS ⋃ SM X, P UX, P X ) calculated in % is the distance between the limit of the maximal achievable rate region and the limit of the union of achievable rate regions of TS and SM X, P UX, P X.

In the following figures, the lines labeled as "SRD link without Eaves" show the maximal achievable rate of the no-eavesdropper case, which provides an upper bound on the secrecy rate of all security schemes.