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This is how our ejb-jar.xml, jboss.xml, and jbosscmp-jdbc.xml files are moved to the correct directory within the .jar file. The next two targets, shown here, provide a convenient means to deploy the .jar file to JBoss or to undeploy it.

The ADI can be applied to equation (5.44), which is a two-dimensional diffusion equation. The ADI replaces the partial derivatives by their Crank-Nicolsonstyle nite-difference approximations in two stages. In the rst stage, the derivatives with respect to y1 are replaced by nite-difference approximations at time step i + 1/2, while the derivatives with respect to y 2 are approximated by nite differences at time step i + 1. Thus, the ADI reduces to the following nitedifference equation: (5.50)

A distinctive feature often used to localize an object is a descriptor of the shape of the region underlying its camera projection, referred to as the silhouette, shadow, or blob. In general, this region has a highly variable shape, possibly consisting of disconnected components, and can be characterized through

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Similarly, the price at time t of a European put option with maturity T and strike X, written on a zero-coupon bond with a face value of N and maturity S, is given by XP(t , T ) ln NP(t , S) T )X v (t , T , S ) S) XP(t , T ) ln NP(t , S) S ) v (t , T , S ) S) (12.12)

TRUSTED COMMUNICATIONS AND NETWORK The world has become dependent on the ability to communicate in nearreal time. The ubiquity of high-speed network connections and alwaysconnected systems has enabled businesses to reach beyond their core facilities for processing, expertise, and partnerships. Industry research groups project that 75% of the United States will be online using high speed by 2011.5 Even the smallest of operations have networked their computer systems, fax machines, copiers, and phone systems together to lower costs and extend features. The explosion of wireless networks that span entire geographical regions and continents expands the remoteness of associates and extends the sensitive information of the organization to well beyond its walls. The richness of the data is growing for organizations through collaboration across associates and partners. The utilization of virtual computing centers and grid computing also is growing; these functions disperse the processing operations of a single organization across hundreds and even thousands of systems shared by many different organizations. The ability to reach beyond the defined walls of an organization enables it to access resources to which they would normally not have access for example, small organizations are able to rent time on supercomputers or collaborate online with the top minds of an industry at only a fraction of the usual cost. Today it is not enough merely to be networked within the global marketplace; only an evolution of the networked environment that leverages global knowledge systems will deliver a marked advantage to companies. This evolution

the site without a UserID or password defined by pressing the Submit button (this logic will eventually consult a security database of some sort and apply to invalid logins as well; however, we are just demonstrating basic Struts functionality for now). Once again, let s drill down through the details of what the Struts framework is doing to trap this error condition. Following is the pertinent section of index.jsp that submits the form for processing:

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(A.4.19)

For any attribute such as a variable or a function, the names within and outside the local namespace are in the local and global scope, respectively. In any program, local namespaces are created and deleted along with function calls, but the built-ins and global namespaces are permanent. When a module is imported for the first time, all the executable statements and function definitions are executed. Each module has its own private symbol table. This table is used as the global symbol table for all the functions inside that module. The global variables within a module can be used as any other global variables inside that module; however, these variables will be local to that module. For example, here is an example of a call to the function fibonacci that generates an error. The fibonacci function is local to the module fib.

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