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To open the Expression Editor, select <Expression. . .> from a property value list, right-click on an object, and select Expression from the context menu, or select the function button labeled fx next to a property in a property page. The Expression Editor contains the expression code window, a category tree, category items, and a description pane. Double-clicking a value in the Item pane or Description pane inserts code into the code window. FIGURE 73-7 The Expression Editor now contains advanced features such as IntelliSense and a list of available functions.

The introduction of a local area network in an organization often has major consequences for the individual users of the network and its services. In this chapter, we have looked at a Ztfe-cycle model in connection with the introduction of a network.

To make the script more dynamic, you ll configure the script to handle arguments. If the user doesn t enter an argument, the script should provide basic instruction on how to use the script. If the user enters an argument, the script should check the value of the argument and determine if the proper value has been entered. These features are implemented as follows:

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7. After the engine is added to the Embedded object, the startTomcat() method creates an org.apache.catalina.Connector object, and associates it with the previously created Engine. The <Connector> element defines the class that does the actual handling requests and responses to and from a calling client application. In the following snippet, an HTTP connector that listens to port 8080 is created and added to the Embedded object:

T3.25

A large number of papers deal with the performance of noncoherent and differentially coherent communication and detection systems when used in conjunction with post-detection EGC over AWGN as well as fading channels For example, Proakis [58] developed a generic expression for evaluating the BER for multichannel noncoherent and differentially coherent reception of binary signals over L independent AWGN channels Proakis further [7, Sect 14-4, p 777] provides closed-form expressions for the average BER of binary orthogonal square-law detected FSK and binary DPSK with multichannel reception over L independent, identically distributed (iid) Rayleigh fading channels Lindsey [59], derived a general expression for the average BER of binary correlated FSK with multichannel communication over L independent Rician fading channels in which the strength of the scattered component is assumed to be constant for all the channels.

Charash [60] analyzed the average BER performance of binary orthogonal FSK with multichannel reception over L iid Nakagami-m fading channels More recently, Weng and Leung [61] derived a closed-form expression for the average BER of binary DPSK with multichannel reception over L iid Nakagami-m fading channels Patenaude et al [62] extended the results of Charash [60] and Weng and Leung [61] by providing a closed-form expression for the average BER performance of binary orthogonal square-law detected FSK and binary DPSK with multichannel reception over L independent but not necessarily identically distributed Nakagami-m fading channels Their derivation is based on the characteristic function method and the resulting expression contains L 1 order derivatives, which can be found for small L but that become more complicated to nd as L increases.

FIGURE 14.13 A video inside a flow document. (Video image of Chef Maribeth Abrams courtesy of www.delicious adventures.com.)

In this section, we present two uni ed approaches for the performance evaluation of such systems over generalized fading channels The rst approach, which is described in Section 9412, exploits the alternative integral form of the Marcum Q-function as presented in Section 42 and the resulting alternative integral representation of the conditional BER as well as the Laplace transforms and/or Gauss Hermite quadrature integration derived in 5 to independently average over the PDF of each channel that fades In all cases, this approach leads to exact expressions of the average BER that involve a single nite-range integral whose integrand contains only elementary functions and that can therefore be easily computed numerically The second approach, which is presented in Section 9413, relies on the bounds on the generalized Marcum Q-function developed in Section 4.

A resource adapter obtains a WorkManager instance from the BootstrapContext instance provided by the application server during its deployment. The resource adapter may create Work instances to do its work and submit them to the WorkManager along with an optional ExecutionContext for execution. The application server has a pool of free threads waiting for a Work instance to be submitted. When a Work instance is submitted, one of the free threads picks up the instance, sets up an appropriate execution context, and calls the run method on

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