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For instance, imagine that you have more than one DBMS (such as Microsoft SQL Server and Oracle), and that you need to write applications that access or modify data in both From a developer's point of view, it would be easiest if you could use a common framework that would coordinate the update across different implementations If the implementations use proprietary protocols or interfaces, this becomes impossible If products cannot interoperate, organizations are forced to either choose a specific vendor or use more resources to ensure that their applications will work across the disparate DBMSes Interoperability can take different forms, such as using a common network communications protocol, or messaging protocol Imagine for a moment that the Hypertext Transfer Protocol (HTTP) had never come to be: Web browser users might have been forced to use different Web browsers depending on the Web server they were accessing.

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</select></p> <p><font color= #CC0099 >Please tell us about the account set up:</font></p> <hr> <p><font color= #0000FF size= 4 > Account</font><font color= #0000FF size= 4 face= Arial > </font><font color= #0000FF size= 4 > Type</font>::::::::::::<select size= 1 name= D1 > <option selected>Savings account</option> <option>Loan account</option> <option>Fixed deposits</option> <option>Recurring deposits</option> </select></p> <p> </p> <p>                                     <input type= submit value= Submit Form name= B1 >   <input type= reset value= Reset name= B2 ></p> </form> <p> </p> </form> </body> </html>

Identify the additional inclusions in the JSP page to catch exceptions. Identify the additional inclusions in the error page to display customized error messages. Write the code for the JSP page to catch exceptions. Write the code for the error page. View the JSP page.

While this particular scenario seems completely far fetched, the reality is that interoperability is a big issue in software development and always will be And if transaction management vendors and DBMS vendors had not worked together at least a little, writing applications that use transactions would be quite difficult In that case, you might have had to write code specific to a particular DBMS vendor in order to work with a particular database or to use transactions in your application As you will see later in this chapter, JTS/JTA attempts to provide a common interface for working with transaction managers, regardless of underlying implementation Along with already well established standards for resource management and distributed transaction processing, this makes the outlook seems less bleak.

The final step involves refactoring the existing stovepipe service to remove its local implementation of those functions and utilize the new technical services instead. This is shown below in Listing 3.6:

f (t) dt = n,

Now that we've beaten the interoperability horse to death, take a look a brief look at two well established standards in the software industry: the X/Open Distributed Transaction Processing Model specification and the Object Management Groups (OMG) Object Transaction Server (OTS) specification X/Open Distributed Transaction Processing Model Decades ago, the X/Open group defined a model for distributed transaction processing Its model primarily defines two sets of interfaces: these represent, respectively, the interface between client and transaction manager and the interface between transaction manager and resources The former is referred to as the TX interface, and the latter as the XA interface The TX interface enables application programs to mark transaction boundaries using the methods listed in Table 23 1..

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The number of days the contributed assets were available for investment was 1 because the contribution took place on January 30 leaving only the 31st for any portfolio investments. The total number of days in the period (January) was 31, so the fraction of days available for investment relative to the total number of days in the period was 1/31. We simply multiply this fraction by the actual dollar amount of the cash ow ($900,000) to calculate the TWCF. The $29,032.26 represents the portion of the $900,000 contribution that we are actually going to apply toward the portfolio s return for the month. Now, let s calculate the modi ed Dietz return. MVE MVB Cont + Dist MDR = MVB + (NTWCF)

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