Hidden terminal interference is caused by the (quasi-) simultaneous transmission of two stations that cannot hear each other, but are both received by the same destination station, This interference lowers the system ...
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Hidden terminal interference is caused by the (quasi-) simultaneous transmission of two stations that cannot hear each other, but are both received by the same destination station, This interference lowers the system throughput and increases the average packet delay, Some random access protocols that reduce this interference have been proposed, e.g., BTMA protocol, However, the hidden terminal interference can be totally avoided only by means of code division multiple access (CDMA) schemes, In this paper, we investigate the problem of assigning orthogonal codes to stations so as to eliminate the hidden terminal interference, Since the codes share the fixed channel capacity allocated to the network in the design stage, their number must not exceed a given bound. In this paper, we seek for assignments that minimize the number of codes used, We show that this problem is NP-complete, and thus computationally intractable, even for very restricted but very realistic network topologies. Then, we present optimal algorithms for further restricted topologies, as well as fast suboptimal centralized and distributed heuristic algorithms, The results of extensive simulation set up to derive the average performance of the proposed heuristics on realistic network topologies are presented.
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