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which can be evaluated in closed form using (5A.75). Before proceeding, it is worth pointing out that exact expressions as well as upper bounds on PEP for space-time trellis codes have also been obtained by other researchers using a variety of techniques. Speci cally, in Ref. 10 the PEP is upper-bounded with the traditional Chernoff bound in the same manner as done in Ref. 34 for time coding, for instance, TCM alone. More recently, Aktas and Fitz [35] considered the distance spectrum of space-time trellis codes and along with that an upper bound on the PEP in combination with the union bound to compute average BEP. In Ref. 36, a method for exactly evaluating PEP using an eigenanalysis based on Turin s results [33] for the characteristic function associated with a quadratic form of a complex Gaussian vector is developed. This method also led to an upper bound on PEP that is asymptotically tight at high SNR and tighter than the Chernoff bound. Finally, in Ref. 37, the characteristic function technique previously used in the performance of TCM [38] is extended to the space-time problem to allow for exact evaluation of PEP by residue methods. The advantage of the MGF-based method presented in this paper is that (1) in certain cases it can allow for evaluation of the PEP (and therefore approximation to the average BEP) in a simple closed form, and (2) it can allow for direct evaluation of the transfer function upper bound on average BEP for the fast fading case. The latter will be demonstrated in a later section of the chapter. 14.6.3 An Example java barcode reader source code BAR CODE READER Java App - Download for free on PHONEKY
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The barcode scanner project is interesting because the Intel Edison has wi-fi built in. ... The open source Kaazing Gateway includes Java client libraries.
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