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In all communication,problems may occur if the sender tries to send data or information faster than the receiver can accept i t We mentioned some practical examples of this at the beginning of this chapter - the lecturer who spoke too fast and the queue at traffic lights, onpage 19.

3.82 d

s = {24,0, - 2 4 0 ) ;

The execution of a statement may be delayed for one of several reasons. A mechanism called time-out exists so programmers have a way to handle such situations. The query time-out is the time the JDBC driver will wait for a statement to execute. If the limit is exceeded, the driver raises an exception. This exception may be caught, and one or more retries initiated. Statement void setQueryTimeout(int seconds); int getQueryTimeout(); void setQueryTimeout(int seconds); This is the method used to set a limit to the time-out mechanism. The parameter is the number of seconds it will wait before raising the SQLException. A zero value means no limit. int getQueryTimeout();

The printf command allows us to format the output of the two variables, in this case displaying the factorial value using scienti c notation:

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Source port = 1167 (TFTP) Destination port = 1185 Length = 12 No checksum -Trivial file transfer Opcode = 4 (Ack) Block number = 1 [Normal end of Trivial file transfer .]

/****** Encrypted object is not transferable, and script cannot be generated. ******/

TABLE 24-3

This is a rst-order linear differential equation and can be solved using the method of integrating factors that we show below. Multiplying both sides by el2 t , we have

The decision rule based on the decision metric in (7.46) is to choose as the trans(0) (1) mitted signal that pair of phases k = j0 , k = j1 that results in the largest (0) (1) and k does k . We note that adding an arbitrary phase, say, , to both k (0) (1) not affect the decision metric, and thus the joint decision on k and k in accordance with the above-mentioned decision rule will be completely ambiguous. To resolve this phase ambiguity, we observe that although the decisions on (0) (1) k and k can each be ambiguous with an arbitrary phase , the difference of these two decisions is not ambiguous at all. Thus, an appropriate solution is to encode the phase information as the difference between two successive transmitted phases, that is, employ differential phase encoding at the transmitter. This is exactly the solution discussed in Section 3.5 for phase ambiguity resolution on the pure AWGN channel (also see Ref. 8, App. 7A). Mathemati(0) cally speaking, we can set the arbitrary phase = k , in which case (7.46) becomes

Crawford, M H et al 1996 Roman Statutes (Bulletin of the Institute of Classical Studies, Suppl 64) London Cunliffe, B, ed 1988 The Temple of Sulis Minerva at Bath Vol 2 The Finds From the Sacred Spring Oxford Curbera, J and Jordan, D 1998 A Curse Tablet from the Industrial District Southwest of the Athenian Agora Hesperia 672: 215 18 Daly, L W 1982 A Greek Palindrome in Eighth-Century England AJP 103: 95 97 Daniel, R W and Maltomini, F, eds 1990 92 Supplementum Magicum (Papyrologica Coloniensia 161 and 2) Opladen Daremberg, C and Ruelle, C, eds 1963 Oeuvres de Rufus d ph se Amsterdam Dean-Jones, L 1989 Menstrual Bleeding According to the Hippocratics and Aristotle TAPA 119: 177 92 Dickie, M 2000 Who Practised Love-Magic in Classical Antiquity and in the Late Roman World CQ 502: 563 83 Dickie, M 2001.

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