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The SOAP header is represented as the first immediate child element of a SOAP envelope, and it has to be namespace qualified. In addition, it also may contain zero or more optional child elements, which are referred to as SOAP header entries. The SOAP encodingStyle attribute will be used to define the encoding of the data types used in header element entries. The SOAP actor attribute and SOAP mustUnderstand attribute can be used to indicate the target SOAP application node (Sender/Receiver/Intermediary) and to process the Header entries. Listing 4.4 shows the sample representation of a SOAP header element in a SOAP message.

The following is the array formula in cell D2:

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unsupported).

The total Gibbs free energy is given by (Walas, 1985; Prausnitz et al., 1986) G = GID + GEX where GID is the ideal Gibbs free energy

Eclipse can be downloaded from http://www.eclipse.org. For Windows platforms, it is downloaded as a compressed ZIP archive (.zip file). Note that this file is large, over 50 MB. To install Eclipse, simply extract the .zip file into the c:\eclipse folder. Navigate to the c:\eclipse folder and click on

The string concatenation operator +. This operator has been used to concatenate the values of variables with text while displaying details to an employee.

After running xrpcc, the following AcmeProductCatalog_Config .properties configuration file is generated and placed in the WEB-INF directory:

<action path= /oldfriends type= OldFriendsAction name= oldfriendsForm input= /index.jsp > <forward name = main path= /main.jsp /> </action>

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environment or built-in variables, and you will find it easier to keep them straight when reading your variable listings or doing your own shell programming.

prod = prod*(1/(1+ tau[p]*forwardVec[l+1][p])); for (n = 1; n <= m; n++) { for (q = 1; q <= n; q++) prod1 = prod1*(1/(1 + tau[q]*forwardVec[l+1][q])); sum = sum + tau[n]*prod1; } } swapRate = (1 - prod)/(sum); bondPrice = 1/prod1; value = max(swapRate - strike,0)*sum; payoff = payoff + value; sum1 = sum1 + value*value; } } swaptionPrice = exp(-initrate*T)*(payoff/M); cout.precision(4); cout << swaption Price = << << swaptionPrice << endl; SD = sqrt((sum1 - sum1*sum1/M)*exp(-2*initrate*T)/(M-1)); cout << stddev << << SD << endl; SE = SD/sqrt(M); cout << stderr << << SE << endl; return swaptionPrice; }

1960 (Oct.): 1962: 1962: 1962:

<%@ LANGUAGE=JavaScript %> <! #include file="adojavas.inc" > <% Application.Lock(); if(!Application.Contents("custId")){ Application.Contents("custId") =100; var customerID = Application.Contents ("custID"); Session.Contents("ID")=customerID; } else{ var customerID=Application.Contents("custID"); ++customerID; Session.Contents("ID") = customerID; Application.Contents("custId") = customerID; } Application.Unlock(); var dbConnection=Server.CreateObject("ADODB.Connection"); dbConnection.ConnectionTimeout = 30; dbConnection.Open("FILEDSN=WebShoppeASP.dsn"); if(dbConnection.State == "adStateClosed") Response.Write("The database is not available."); else { var SQLString = "INSERT INTO Customer VALUES( "+ customerID + " , "+ Request.Form("Title") + " , "+ Request.Form("First_Name") + " , "+ Request.Form("Last_Name") + " , " + Request.Form("Address") + " , "+ Request.Form("Region") + " , "+ Request.Form("Phone") + " , " + Request.Form("Email") + " , "+ Request.Form("ModeOfPayment") +" , "+ Request.Form ("CardType") + " )"; dbConnection.Execute(SQLString); Response.Write("<body bgcolor= #CCCCFF >"); Response.Write(" <p align= center ><font color= #5E00BB size= 6 ><b>Web Shoppe Customer ID Confirmation Page</b></font></p>"); Response.Write("<P>"); Response.Write("<p ><font size= 4 ><b>Thanks " + Request. Form("Title") + Request.Form("First_Name") + "! Your customer ID is <B>" + customerID + "</B></b></font></p>");

1. Using the directory tree structure shown in Figure 4.2 and using /home as your current directory, how would you refer to the suba file in Lady Dulcinea s /pgms directory using both full and relative path names 2. When specifying a path name, what is the difference between using double dots ( .. ) and a single dot ( . ) 3. What will the following command do

existing formula. Just edit the formula and move the insertion point to the location where you want to insert the function. Then open the Insert Function dialog box and select the function.

The Security Considerations Section of RFC 3261 begins with the following: SIP is not an easy protocol to secure. Its use of intermediaries, its multifaceted trust relationships, its expected usage between elements with no trust at all, and its user-to-user operation make security far from trivial. [1] SIP security is tricky, and there are many pitfalls for implementers and service providers. This chapter will summarize some of the risks and threats and point to the various mechanisms that can be used to protect against them. For a more detailed coverage of these points, including an introduction to cryptography and security concepts, see Johnston and Piscitello [2].

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