… alphabet leads to an upper bound on channel capacity via (9)… the capacity of multiple-antenna
flat-fading channels where … concerning the capacity of multiple-antenna fading channels. …

… Since this upper bound depends on the choice of receiver location (through the angle Ê ),
we will make this bound as small as possible by an appropriate choice of Ê . As noted above, !…

… We also point out how to generalize the result to that of generic directional antenna pattern.
… of the area is bounded by the diameter of the disk, D=2/4/r , if the channel capacity is W, an …

… the above probabilistic bound also holds for OSP. We cannot, however, apply the same bound
directly to … The case in a bounded area can be done in a similar manner to the proof in [6]. …

… In Section 4, we present the upper bounds on the maximum number of simultaneously
successful transmissions and the maximum achievable per-node end-to-end throughput. Section …

… The main goal is to study the per-BS antenna … upper bound on the capacity of this network
under a general propagation model, which provides a lower bound on the per-BS antenna …

… The capacity bounds for different combinations of the measures mentioned is computed and
… capacity bound versus antenna gain, applying one or even two directional receive antennas …

… By applying the performance analyses in [10] and [11], we can obtain tight bounds on the
PER of BICM and turbo code in the AWGN channel, as shown in Fig. 5. If one …

… as: 1) The capacity is O(1/N) for both omni and directional antennas, where N is number of
nodes in the network. 2) the capacity is O(lg m … , and the capacity is upper bounded by C/k2 …