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BER versus SNR for different blind decoders with N = 8 and BPSK over a static channel.

BER versus SNR for different blind decoders with N = 8 and BPSK over a static channel.

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In this paper, we consider efficient blind decoder design for orthogonal space-time block codes (OSTBCs). A general decision rule for blind OSTBC decoding is derived assuming a quasi-static flat multiple-input multiple-output (MIMO) Rayleigh fading channel. We use the linear dispersion representation of OSTBCs to derive a blind decoder that results...

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... first consider that the channel remains constant for N blocks. Fig. 2 shows the BER versus SNR of various blind decoders, i.e., (21) with SD (blind SD), blind SDR [6], blind cyclic [4] and blind subspace [5]. The blind SD and blind SDR perform substantially better than the other blind decoders. At BER=10 −3 , the blind SD has a 0.2-dB gain over blind SDR. Compared with the benchmark, the blind SD ...

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... We note that the polynomial complexity order is solely determined by the number of antennas used at the receiver. This is in sharp contrast to sphere-decoding approaches for ML blind detection [6], [7] that have exponential complexity. ...
... In fact, (8) is a sufficient and, with probability 1 (w.p.1), necessary 1 condition forŝ2 to solve (7) as well. Certainly, phase ambiguity can be resolved by differential modulation at the transmitter according to [13] which, however, reduces the encoding rate and imposes constraints on the validity of the sequences that are considered in the optimization problem in (7). In Section III, we develop a novel differential modulation scheme for the resolution of this ambiguity that (i) attains full rate for any constellation order and (ii) guarantees that the encoded matrix maintains the characteristics of the initial codebook so that all possible sequences of Alamouti matrices become valid. ...
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