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A stopping criterion is tested every iteration to determine whether the FS process should continue or not. For example, such a criterion may be to halt the FS process when a certain number of features have been selected if based on the generation process. A typical stopping criterion centered on the evaluation procedure is to halt the process when an optimal subset is reached. Once the stopping criterion has been satis ed, the loop terminates. For use, the resulting subset of features may be validated. Determining subset optimality is a challenging problem. There is always a trade-off in nonexhaustive techniques between subset minimality and subset suitability the task is to decide which of these must suffer in order to bene t the other. For some domains (particularly where it is costly or impractical to monitor many features), it is much more desirable to have a smaller, less accurate feature subset. In other areas it may be the case that the modeling accuracy (e.g., the classi cation rate) using the selected features must be extremely high at the expense of a nonminimal set of features. Feature selection algorithms may be classi ed into two categories based on their evaluation procedure. If an algorithm performs FS independently of any

The include variables and the CGI variables are preset and available for use Any of the variables that are preset can be used as arguments for other commands The syntax for using defined variables is:

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In order to begin a Windows 2000 Professional client installation automatically, a client computer must be able to contact the RIS server so that installation can begin This contact is one area where RIS falls short at the moment because clients must meet some very restrictive requirements in order to communicate with the RIS server, and those requirements leave many network client computers out of the RIS picture If you are purchasing new client hardware, you can use these requirements to make certain the hardware supports RIS However, if you are using existing hardware, you ll find that many of your client computers cannot use RIS without upgrading their network adapter card (which may not be too practical in a wide deployment scenario) There are two different ways client computers can contact the RIS server.

As you can see, the variable name is prefixed by a $ sign Here s another example:

learning algorithm (i.e., it is a completely separate preprocessor), then it is a lter approach. In effect, irrelevant attributes are ltered out before induction. Filters tend to be applicable to most domains as they are not tied to any particular induction algorithm. If the evaluation procedure is tied to the task (e.g., classi cation) of the learning algorithm, the FS algorithm employs the wrapper approach. This method searches through the feature subset space using the estimated accuracy from an induction algorithm as a measure of subset suitability. Although wrappers may produce better results, they are expensive to run and can break down with very large numbers of features. This is due to the use of learning algorithms in the evaluation of subsets, some of which can encounter problems when the datasets are large.

When using variables in a var= variable field, the $ sign is not necessary For example:

First, any computer that has a Preboot Execution (PXE) ROM network adapter card can contact the RIS server With a PXE ROM, a client computer can be started, and the PXE ROM will display a message asking if you want to start the computer from the network After choosing to do so, the PXE ROM will obtain an IP address from the DHCP server, and then it will contact the DNS server to locate the RIS server Once the RIS server is found, then RIS can begin the installation of the desired Windows 2000 Professional image Before beginning the installation, the RIS server contacts the Active Directory using Boot Information Negotiation Layer (BINL) to see if the client is a known client in the Active Directory, which is a computer client that has a computer object in the Active Directory, and if installation can occur.

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