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The manager uses the SetRequest PDU to assign a value to an object residing in the agent As you can see in Figure 12-45, to generate that PDU the manager assigns PDU Type = 3 , specifies a locally defined Request ID, and sets both the Error Status and Error Index to 0 A VarBindList, containing the specified variables and their corresponding values, completes the PDU When the agent receives the SetRequest PDU, it alters the values of the named objects to the values in the Variable Binding Under error-free conditions, the agent generates a GetResponse PDU of identical form, except that the assigned PDU Type = 2, Error Status = noError, and Error Index = 0.

FIGURE 23-12 Synthesis of thymidylate (deoxythymidine 5'-phosphate) from deoxyuridine 5'-phosphate.

Four error conditions are possible: If a variable in the Variable Bindings field is not available for Set operations within the relevant MIB View, the agent returns a GetResponse PDU of identical form, with Error Status = noSuchName, and with the Error Index indicating the index of the object name in question (Historical note: Some agent implementations return Error Status = readonly if the object exists, but Access = read-only for that variable) If the value of a variable named in the Variable Bindings field does not conform to the ASN 1 Type, Length, and Value required, the agent returns a GetResponse PDU of identical form, with Error Status = badvalue and the Error Index indicating the index of the variable in question.

(5.2-52)

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If the size of the appropriate GetResponse PDU exceeds a local limitation, the agent returns a GetResponse PDU of identical form, with Error Status = tooBig and Error Index = 0 If the value of a variable cannot be altered for any other reason, the agent returns a GetResponsc PDU of identical form, with Error Status = genErr and the Error Index indicating the index of the variable in question..

and analytical CRM. The major supported activities in each are listed in the gure. Many organizations are using the Web to facilitate their CRM activities. Typical CRM activities and their IT support are listed in Online File W7.16. For other examples, see Brown (2000), Peppers and Rogers (1999), Petersen (1999), and Gilmore and Pine (2000).

. . . . . . . . . . . . . . . .

FIGURE 11.17. Conformations adopted by gramicidin A in SDS micelles (PDB code 1JNO) and methanol (1MIC).

to include electronic applications to currency and derivatives trading. For details see gs.com (2001). Factoring Online. Factors are nancial institutions that buy accounts receivable, usually at a discount. Factoring of receivables gives the selling company an immediate cash in ow. The factor takes on the risks and expenses of collecting the debts. Factoring on the Web is becoming very popular. For details see Salodof-MacNeil, 2002. Electronic Re-presentment of Checks. Companies face a problem of bad checks (insuf cient funds). Paper checks that do not clear are usually represented (manually or electronically). Electronic re-presentment can be organized as part of cash management information systems. Such systems consolidate checks from different banks and conduct a return analysis (analysis of why checks are not honored, who is likely to pass bad checks, etc.) (see Giesen, 2002). Electronic Bill Presentment and Payments. One of the most successful areas of e-commerce is that of electronic presentment and payments. In its simplest form it is an electronic payment of bills. However, third-party companies provide a service in which they calculate, print and electronically present the bills to customers (see 5 and Boucher-Ferguson, 2002).

following expression for the average BER: h1 ( | )h2 ( | ) d g + h1 ( | ) (9.255) The integral term in (9.255) can be evaluated in closed form by rst expanding the integrand into a partial fraction expansion and then making use of a well-known de nite integral. In particular, identifying h1 ( | ) and h2 ( | ) from (6.17), it is straightforward to show that Pb (E) = 1 1 G((1 + g 1 ) 1 , (1 + g 2 ) 1 | ) 2 2 1 + 2 + 2 1 2 sin h1 ( | )h2 ( | ) = g + h1 ( | ) g(1 ) 1 2 + 1 + 2 + 2 1 2 sin (1 2 ) 1 2 + (1 ) 1 2 ( 1 + 2 ) sin , ( 2 + 2 1 2 sin + 1 )( 2 + 2 1 2 sin + 1 ) (9.256) which is in the form 1 + 2 h1 ( | )h2 ( | ) , = g + h1 ( | ) 1 + 2 + g 1 2 =0 (9.257)

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