Capacity of multi-antenna block-fading channels

In [5, 6] the performance of the PIC receiver using null zone hard decision in Rayleigh fading channel is provided with respect to the decision threshold value, and

a large number of low-power randomly-distributed sources (UTs), whereas in the latter case interference originated from a small number of high-power regularly-distributed sources

Through numerical evaluations for Nakagami-m channels it has been shown that the BHA compares favorably with the benchmark waterfilling policy in the acausal feedback case

This section addresses practical block and convolutional codes which attain maximum code diversity ( d FH ) for a given number of uncorrelated blocks and information rate.. If

Since the vector BF-AWGN channel is equivalent to a scalar BF-AWGN channel as described by (2) with Mm blocks and fading power gains λ k,i , Propositions 3 and 4 of [1] apply

4 From a practical point of view, the transmitter can obtain the CSI either by a dedicated feedback channel (some existing systems already implement a fast power-control

we provide a limiting theorem for large delay; we formalize the “low SNR” analysis in the framework of capacity per unit-cost by showing that the power allocation policy

In the second case, we have assumed that users transmit con- tinuously, have causal channel state information, hence allowing for rate and power to vary according to channel