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There are a number of places to create and store this intelligence Often, the decision of where to build the intelligence is based on one person s knowledge of how to do it; it s assumed there is only one alternative For example, a universe designer may naturally assume that the universe should contain all the intelligence Power users may want user objects and report variables to contain all the intelligence Depending on how much disk space and time a DBA has, the DBA may want the intelligence to be in the table design so that it is tool-independent This is where a good Program Manager or Project Manager will work with the different stakeholders and determine the best place for intelligence, considering a company s resources, time, and flexibility Guidelines should become best practices and part of a quality assurance process Companies can build intelligence into OLAP databases, the data warehouse, the universe, or user objects and reports If you are using BusinessObjects XI directly against a transaction system, your alternatives may be limited to the universe and reports Figure 14-1 shows these different places and where the intelligence gets processed In 11, you built an object called Current Year To Date Sales as part of the universe Stepping through Figure 14-1, you could have used an OLAP database such as Microsoft Analysis Services to include the time period awareness in the sales column (place 1) The processing for this type of object is done on the OLAP server The intelligence also could be a physical column in an aggregate fact table The information is preprocessed by the RDBMS, so when a user runs a query, it is a simple fetch (place 2) If the object exists in either the universe or a user object, the RDBMS again does the work but does it upon query execution The user may wait longer for the query to be processed, but the work is still done by the RDBMS Larger-scale BI implementations will always strive to do more processing on the server, rather than on the mid-tier BI application server or, worse, on the user s desktop If a power user creates a report variable to calculate Current Year To Date Sales, then the RDBMS sends the detail rows to calculate that variable to either the Enterprise server in a Web Intelligence environment or the user s desktop if it is Desktop Intelligence In a thinclient environment, the BusinessObjects Enterprise server must calculate the variable and present the results to the user in HTML format (place 3) With Desktop Intelligence, all the detail rows travel the network to the desktop PC that then calculates the report variable (place 4).

Part I:

If so, return least and greatest common factors in the out parameters */ public bool HasComFactor(int x, int y, out int least, out int greatest) { int i; int max = x < y x : y; bool first = true; least = 1; greatest = 1; // Find least and greatest common factors for(i=2; i <= max/2 + 1; i++) { if( ((y%i)==0) & ((x%i)==0) ) { if(first) { least = i; first = false; } greatest = i; } } if(least != 1) return true; else return false; } } class DemoOut { static void Main() { Num ob = new Num(); int lcf, gcf; if(obHasComFactor(231, 105, out lcf, out gcf)) { ConsoleWriteLine("Lcf of 231 and 105 is " + lcf); ConsoleWriteLine("Gcf of 231 and 105 is " + gcf); } else ConsoleWriteLine("No common factor for 35 and 49"); if(obHasComFactor(35, 51, out ConsoleWriteLine("Lcf of 35 ConsoleWriteLine("Gcf of 35 } else ConsoleWriteLine("No common } } lcf, out gcf)) { and 51 " + lcf); and 51 is " + gcf);

This curve is similar to the constant acceleration and the cubic no 1 curves It differs from these, however, in that there is no discontinuity in acceleration at the transition point and also in that its acceleration is a continuous curve for the complete rise Similar to the constant acceleration curve, it has the disadvantages of discontinuity in acceleration at the beginning and the end of the stroke The cubic curve has characteristics similar to those of the simple harmonic motion curve presented next It is not often employed but has advantages when used in combination with other curves No simple construction method is available The characteristic formulas can be found by the same method as that shown for the parabolic curve Displacement y =h y = 2q q2 3 - b2 b q 1 - b (246)

14:

factor for 35 and 51");

In Main( ), notice that lcf and gcf are not assigned values prior to the call to HasComFactor( ) This would be an error if the parameters had been ref rather than out The method returns either true or false, depending upon whether the two integers have a common factor If they do, the least and greatest common factors are returned in the out parameters The output from this program is shown here: