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The draft ITU-T recommendation for transfer delay (IPTD) for general Internet services is as shown in Table 2.6. Two-way services are typical of the client server model of the Internet. A client sends a message requesting a service, and the remote end sends back a reply that makes up the server part of the service event. The delay in this case would be measured from the time the request was issued to the time that all packets of the server response have been successfully received and processed by the client. As can be observed in Figure 2.6, the service time may include processing either cerebral or numerical at the remote end. In the general case, the delay for the server can be different from the delay from the server. For telephony, examples of delay contributions can be found in [G.114] and [TIPHON-6]. Often a statistical estimator is used instead of delivery time for a single service event. Commonly used estimators include the average delivery time, standard deviation, and percentiles of the delivery time distribution. For more complete description, the delivery



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Twisted-pair cabling is used by fast Ethernet and some gigabit Ethernet segments for data communications. The twisted-pair is simply a pair of wires twisted together. They are twisted together to help in the elimination of electrical noise and interference, thus reducing signal interference and ensuring data integrity. Figure 8-6 shows an example of twisted-pair cabling. Twisted-pair cabling can be either shielded or unshielded. Shielded twistedpair cabling is more reliable over long distances because the shielding helps protect from outside interference. Unshielded twisted-pair is far less expensive and is still very reliable. There are currently five categories of unshielded twisted-pair cables, including the following:

Petersson et al. (2002)

A worksheet can also hold charts, diagrams, pictures, buttons, and other objects. These objects aren t contained in cells. Rather, they reside on the worksheet s draw layer, which is an invisible layer on top of each worksheet.





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Choosing a Workspace Layout Comparing workspace layouts Working in the Document window accessing common commands on the toolbars Inserting elements with the Insert panel Modifying tag properties with the property inspector Working with dockable panels stepping through the menus accessing online services

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This appendix is devoted to an introduction to nite elds, usually called Galois elds GF(q). A related algebraic structure called a group is rst described. The aim of this appendix is to de ne polynomial operations over these algebraic structures. The main concept in terms of its utility for designing error-control codes is that a polynomial de ned over a nite eld GF( pprime ) has roots in that eld, or in one of its extensions GF(q). In the same way, each element a of the extended nite eld GF(q) is a root of some polynomials with coef cients in the nite eld GF( pprime ). The polynomial of minimum degree that satis es this condition is called a minimum polynomial of a.

Consider the network shown in Fig. 11.17a. We wish to determine the line currents and the magnitude of the line voltage at the load . The single-phase diagram for the network is shown in Fig. 11.I7b. The line current laA is

FIGURE 31-21

Similarly, L Q i1j = Lci1j min Lci0j , Lci1j + f + |Lci0j | |Lci1j | (53)

Figure A-3

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