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477 Sequences Versus Arrays Sequences and arrays are similar both provide a vector of elements of the same type Here are some guidelines to help you decide whether a sequence or an array is the more appropriate type If you require a variable-length list, use a sequence If you have a list with a fixed number of elements, all of which exist at all times, use an array Use sequences to implement recursive data structures Use a sequence to pass a sparse array to an operation (a sparse array is an array in which most elements have the same value) Sending a sparse array as a sequence is more efficient because only those elements that do not have the default value are transmitted, whereas for arrays, all elements are sent As an example of encoding a sparse array using a sequence, consider an application that transmits 2-D matrices containing numbers (such matrices frequently contain mostly zeros and are therefore sparse) Here is a simple IDL definition to transmit the array:

FIGURE 5-45 It is possible to create a custom quota, but this should be the exception Use templates in most situations Notice at the top of Figure 5-45 that a Create Quota on Path or an Auto Apply Template and Create Quotas on Existing and New Subfolders option is available The normal option is to select Create Quota on Path, which applies the template or custom properties onto the selected quota path The second option is useful on folders that might contain dynamically created subfolders that each need their own quota, such as a folder that houses user home folders Each user s folder should have its own quota applied When Auto Apply is selected, all existing subfolders have the quota selected applied individually As new folders are created, they automatically have their own copy of the selected quota applied to them This is shown in Figure 5-46 Note that only the rst quota, D:\Data\Users\*, was manually created All the others were automatically created because the quota type was set as Auto Apply Another useful feature is that if the template is modi ed, you can opt to apply this change to all template instances If you change the limit from 200MB to 500MB in the template and select the appropriate option to propagate to derived template uses, all the entries in Figure 546 would change to a 500MB limit

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typedef long Matrix[100][100]; interface MatrixProcessor { Matrix invert_matrix(in Matrix m); };

private CarListener listener = CarListenerNONE; public RacingCar(Track track) { thistrack = track; } public void setSuspension(Suspension suspension) { [ ] public void setTyres(Tyres tyres) { [ ] public void setEngine(Engine engine) { [ ] public void setListener(CarListener listener) { [ ] }

FIGURE 5-46 Although four quotas are shown, only one was manually added If you navigate a volume with quotas locally, the free space changes based on the prevalent quota, as shown in the following code Notice that the free space changes as you move through the volume

The invert_matrix operation accepts a matrix containing 10,000 numbers and returns an inverted matrix containing another 10,000 numbers This is fine, but it requires transmission of 80,000 bytes of data (40,000 bytes in each direction) If matrices typically contain a large number of zeros, it is more efficient to transmit only the non-zero elements:

F:\Data\Users>dir Volume in drive F is New Volume Volume Serial Number is 50E8-E6EE Directory of F:\Data\Users 05/07/2007 05/07/2007 05/07/2007 05/07/2007 05/07/2007 02:18 PM <DIR> 02:18 PM <DIR> 02:18 PM <DIR> Achilles 02:18 PM <DIR> Hector 02:18 PM <DIR> Paris 0 File(s) 0 bytes 5 Dir(s) 1,131,294,720 bytes free

F:\Data\Users>cd hector F:\Data\Users\Hector>dir Volume in drive F is New Volume Volume Serial Number is 50E8-E6EE Directory of F:\Data\Users\Hector 05/07/2007 05/07/2007 02:18 PM <DIR> 02:18 PM <DIR> 0 File(s) 0 bytes 2 Dir(s) 209,711,104 bytes free

struct NonZeroElement { unsigned short row; // row index unsigned short col; // column index long val; // value in this cell }; typedef sequence<NonZeroElement> Matrix; interface MatrixProcessor { Matrix invert_matrix(in Matrix m); };

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