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In this example, only two versions of MyMeth( ) are defined: one that has an int parameter and one that has a double parameter However, it is possible to pass MyMeth( ) a byte, short, or float value In the case of byte and short, C# automatically converts them to int Thus, MyMeth(int) is invoked In the case of float, the value is converted to double and MyMeth(double) is called It is important to understand, however, that the implicit conversions apply only if there is no exact type match between a parameter and an argument For example, here is the preceding program with the addition of a version of MyMeth( ) that specifies a byte parameter:

I confess I am biased: I prefer to put as much intelligence as possible in the universe Of course there are exceptions, but let s start with the arguments for the universe Intelligence in the universe offers much more flexibility than either an OLAP database or a relational table When you add or modify an object, there is no need to restructure and recalculate a cube; there is no need to modify load routines and rebuild a table The universe does not require the additional disk space that either OLAP databases or RDBMS tables require Because the universe is centralized, it enforces consistent business definitions Further, as shown in Figure 14-1, the processing is done on the database server, thus minimizing the impact on the network or BusinessObjects Enterprise servers that user report formulas can overload The universe allows partial control of the calculation order, necessary for ratios and variance analysis, something relational tables cannot offer in an ad hoc reporting environment In the preceding example, you cannot aggregate the variance stored in a

// Add MyMeth(byte) using System; class Overload2 { public void MyMeth(byte x) { ConsoleWriteLine("Inside MyMeth(byte): " + x); } public void MyMeth(int x) { ConsoleWriteLine("Inside MyMeth(int): " + x); } public void MyMeth(double x) { ConsoleWriteLine("Inside MyMeth(double): " + x); } }

Arday o, D, Dynamics of High-Speed Cam Mechanisms with Damped Flexible Followers Driven by Flexible Camshafts, ASME paper 76-DET-69, 1976 Baratta, FI, and Bluhm, JI, When Will a Cam Follower Jump Product Engineering, 25: 156 159, July 1954 Barkan, P, and McGarrity, RV, A Spring-Actuated, Cam-Follower System: Design Theory and Experimental Results, Transactions of the ASME, Journal of Engineering for Industry, Paper No 64-Mech-12, 1964 Bloom, D, and Radcliffe, CW, The Effect of Camshaft Elasticity on the Response of Cam Driven Systems, ASME paper 64-Mech-41, 1964 Chen, FY, Analysis and Design of Cam-Driven Mechanisms with Nonlinearities, Journal of Engineering for Industry, pp 685 694, 1973 Chen, FY, Mechanics and Design of Cam Mechanisms, Pergamon Press, NY 1982

Part I:

14:

class TypeConv { static void Main() { Overload2 ob = new Overload2(); int i = 10; double d = 101; byte b = 99; short s = 10; float f = 115F;

.

obMyMeth(i); // calls obMyMeth(int) obMyMeth(d); // calls obMyMeth(double) obMyMeth(b); // calls obMyMeth(byte) -- now, no type conversion obMyMeth(s); // calls obMyMeth(int) -- type conversion obMyMeth(f); // calls obMyMeth(double) -- type conversion } }

relational table or you get incorrect results Within the universe, one uses the following syntax to control the calculation order:

Now when the program is run, the following output is produced:

Inside Inside Inside Inside Inside MyMeth(int): 10 MyMeth(double): 101 MyMeth(byte): 99 MyMeth(int): 10 MyMeth(double): 115