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that a full mesh offers. A partial mesh can be almost as effective, with far fewer circuits. 7.4.7.5 Digital Access Cross-Connect System Digital Access Cross-Connect Systems (DACSs, or DCCSs) are nonblocking, ECC switches that serve to crossconnect digital carrier bit streams on a buffered basis by redirecting individual channels or frames from one circuit to another. They provide an electronic common control means of cross-connection that replaces the traditional manual method of physical cross-connection of wires. A DACS can redirect traf c to better manage the capacity and performance of the T-carrier network [13]. A DACS does not switch traf c call by call in the sense that you normally think of a switch. Rather, it switches data circuit to circuit or frame by frame on a preprogrammed basis. Although originally developed for carrier use, DACSs also are deployed in large user organizations to support private digital carrier networks. Smaller versions, residing on a PC, are available for less communications-intensive environments. Typically of signi cant port capacity, DACSs provide support for DS-0, DS-1, and DS-3 [6] and can accomplish conversions between T-carrier and E-carrier. 7.4.8 Variations on the Theme

We assume that at the outset the shift register is in the all-zero state Figure 145c shows the trellis for the rst 3 bits There are two possibilities for getting from state A0 to state A4 : by transmission of the source data sequence 0, 0, 0 (which corresponds to the coded bit sequence 000, 000, 000, and thus via states A2 , A3 ) or by transmission of the source data sequence 100 (coded bit sequence 111, 011, 001 ie, via states B2 , C3 ) In the former case, the branch metric is 2; in the latter, it is 6 This allows us to immediately discard the second possibility Similarly, we nd that the transition from state A0 to state B4 could be created (with greatest likelihood) by the source data sequence 0, 0, 1, and not by 1, 1, 0.

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> c1 = ess.inf ~ ( z ) .

(2.61)

Be aware that creating new layers leaves the last layer that you created active, as indicated by the yellow arrow in Figure 25.6. There is no way to set the active layer to None from the Layers dialog box, and so this has to be done using the drop-down list in the Layer toolbar.

When passing data that can be a string or an array, you can cast the variable to an array and proceed from there by extracting the array or performing other actions on it, like this:

The following sub gures of Figure 145 show how the process is repeated for ensuing incoming bits The Viterbi algorithm greatly decreases storage requirements by elimination of nonsurviving paths, but they are still considerable It is thus undesirable to wait for the decision as to which sequence was transmitted until the last bits of the source sequence Rather, the algorithm makes decisions about bits that are suf ciently in the past More precisely, during consideration of states Ai , Bi , Ci , Di we decide about the symbols of the state tuple Ai LTr , Bi LTr , Ci LTr , Di LTr ,.

the routers used in the packet-switching network. The output of this jitter-compensating buffer is a steady stream of voice packets at the rate of encoded speech. The total delay encountered by a received packet is the propagation delay plus the random jitter delay. The total delay for the packets at the output of the buffer is the propagation delay plus delay associated with the xed length of the jitter compensation buffer. Since the packets are played in a stream of time slots at a xed rate, when the delay of the arriving packet is more than the propagation delay plus the buffer queuing delay, the packet does not make it to the appropriate slot in the stream, and it gets discarded. The longer the buffer length (larger delay), the lower is the packet loss rate. In contentionbased access methods, another parameter affecting the performance is the number of simultaneous voice users. The larger the number of users, the higher is the arrival delay or packet loss. Therefore, for a voice-over contention-based access and packetswitching environment, it is useful to generate curves relating buffer size, number of users, and packet loss. The relationship among the packet-loss rate, Plost , the delay of the jitter compensation buffer, DBUF , and the probability density function of the jitter packets, fJ (j ), is very simple and is given by Ploss =

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