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Figure 14.2 illustrates what your X Window System display might look like when using one of the less-complex window managers. All window managers do not look like this one, however; some have more or fewer applications showing different backgrounds and so on, depending on the preferences of the system administrator or the person who installed X. Moreover, ordinary users will have some ability to add or delete applications or other information. The basic components of the display are described next: Root window. Also called the desktop, this area fills the entire screen. You can move your mouse to an open part of this area (that is, an area not covered by other windows or other displays) and then leftclick to access the root menu, a menu that helps you start other windows or otherwise customize your environment. A sample root menu appears in the bottom-right corner of Figure 14.2. Note that we have chosen a generic name (winmgr) for the window manager. Now, if you right-click an open area of the root window, you automatically invoke the Programs menu, which is the same menu you would get if you accessed a root menu and then clicked Programs (because of space constraints, we did not show the

// insert initial zero-bond prices and forward rates in root for (i = 0; i <= N; i++) { new_ptr->bondPrice[i] = 1/(pow(initRate,i)); new_ptr->forwardRate[i] = initRate; } } // if the tree is empty, insert the new data in root if (root_ptr == NULL) { root_ptr = new_ptr; } else { TREE_PTR tree_ptr = root_ptr; while (tree_ptr != NULL) { node_ptr = tree_ptr; if (key == tree_ptr->nodeKey) tree_ptr = tree_ptr->middle_childptr; // search middle for insertion // location else if (key < tree_ptr->nodeKey) tree_ptr = tree_ptr->up_childptr; // search its up side for insertion // location else tree_ptr = tree_ptr->down_childptr; // search its down side for // insertion location } sum = 0.0; sum2 = 0.0; for (i = 1; i <= N; i++) { for (k = 1; k <= i; k++) { sum = sum + vol*exp(-lambda*(k*dt)); sum2 = sum2 + vol*exp(-lambda1*(k*dt)); } volsum1 = sum; volsum2 = sum2; mu[1] = log(0.5*exp(volsum1*sqrt(dt)*dt))*(0.5*exp(sqrt(2)*volsum2*sqrt(dt) *dt) + 0.5*exp(-sqrt(2)*volsum2*sqrt(dt)*dt)) + 0.5*exp(-volsum1*sqrt(dt) *dt); mu[1] = mu[1]*dt*dt; if (i > 1) { for (k = 1; k < i; k++) { driftsum = driftsum + mu[k]; }

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Generally, selecting objects in Excel conforms to standard Windows practices. You can select a range of cells by using the keyboard (using the Shift key, along with the arrow keys), or by clicking and dragging the mouse. To select a large range, click a cell at any corner of the range, scroll to the opposite corner of the range, and press Shift while you click the opposite corner cell. You can use Ctrl+* (Ctrl asterisk) to select an entire table. And when a large range is selected, you can use Ctrl+. (Ctrl period) to move among the four corners of the range. Clicking an object placed on the draw layer selects the object. An exception occurs if the object has a macro assigned to it. In such a case, clicking the object

The splitdrive() Method. The splitdrive() method is used to split the drive name and the path name of the argument passed in the method. The following examples illustrate the use of the splitdrive() method in both Unix and Windows versions:

get(index)

k(t , T ) = exp( (x)dx)

Another way to test a Function procedure is to call the function from a Sub procedure. To do this, simply add a temporary Sub procedure to the module and insert a statement that calls your function. This is particularly useful because runtime errors display as they occur. The following Function procedure contains an error (a runtime error). As I noted previously, the runtime errors don t display when testing a function by using a worksheet formula. Rather, the function simply returns an error (#VALUE!).

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