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As we show later, the CC MAC region (as defined by (13)–(21)) provides a reasonable estimate of the maximal achievable source transmission rate pair (r b, r s ) in WBN.
To determine to which extent the amount of feedback deteriorates the achievable source separation, the performance of the (adaptive) BSS algorithm was experimentally evaluated for different amounts of feedback by varying the amplification level.
However, before we introduce theSNR mapping operation for the encoded system, we show that the cut-set bound rate regions (as introduced in the preceding section) provide a reasonable approximation of achievable source transmission rate pairs in the symmetric WBN system.
As one can see in Fig. 13, the achieved transmission rate pairs are relatively close to the maximal permissible values and hence we can consider the cut-set bound rate region (as discussed in Section 6.3) to be a reasonable approximation of the achievable source transmission rate region.
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We also provide a lower bound to the AMMSE achievable for source with memory, which can be numerically computed for a Gauss-Markov source.
It is shown that maximum beam output must be limited by fundamental means in order to protect against accident initiators that appear to be achievable in source driven systems.
However, for both source-models the rate-region achievable with source-splitting is strictly inside that of DKLT.
Figure 7 illustrates the total achievable rate of source node S1 for N = 4 and N = 5 node networks.
This again can be seen from the different cases of perfect/imperfect timing synchronization and CSI. Figure 7 Total achievable rate of source node S 1 for a network of (a) N = 4 and (b) N = 5 nodes.
Figure 4 also shows the rate region achievable if each source is independently compressed using the KLT (i.e., only intra-vector correlation is utilized), labeled IKLT, and the OPTA lower bound for distributed TC predicted by the iterative DKLT algorithm [8].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com