Sentence examples for bits required to achieve from inspiring English sources

The optimal number of feedback bits required to achieve the full multiplexing gain is computed.

The minimal number of feedback bits required to achieve the full multiplexing gain is summarized in Theorem 1 as following.

Based on the observation that time-frequency selective channel slots are correlated, we compute the minimal number of feedback bits required to achieve the full multiplexing gain.

Theory is applied here to the selective fading case, where the minimal number of feedback bits required to achieve the full multiplexing is derived.

where (E b /N0 OBO is the signal-to-noise ratio per bit required to achieve a desired BER value in the real system, while (E b /N0 lin is the signal-to-noise ratio per bit required to have the same performance in an ideal (linear) system.

Previous work as [6] analyzes the effect of quantization on the throughput of constant rate transmission, and it concludes that few quantization bits are required to achieve a throughput slightly lower than in the non-quantized case.

At an SNR of 30 dB and an SIR of 0 dB, the binaural system offers significant gains (15 dB SINR improvement for interferer at even at a low bit rate of 4 bits per sample. At higher input SIRs, a higher bit-rate is required to achieve a similar gain.

On the basis of the bounds, we also quantify the number of feedback bits of TN-SDMA required to achieve the throughput of PU2RC.

Each player is characterized by the initial utility u i 0, which measures the minimal visual quality that must be guaranteed, and by the corresponding number of allocated bits r i 0 required to achieve the quality u i 0. In assigning the minimal quality that must be guaranteed to each frame u i 0, i = 0, …, N − 1, different priors can be adopted.

In this section, using the model developed in previous section, analytical expression for the optimal minimum CW required to achieve bit-based fairness is obtained.

Note that W F, min * required to achieve bit-based fairness in a network with three classes of mean velocities is same as that of two classes case.