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Function choose-ProcessByProduct {param ($product) $processes= Get-Process| where-object {$_.product -match [string]$product} $Global:Counter=-1 format-table -inputObject $processes -autosize -property ` @{Label= ID ; expression={ ($global:Counter++)} } , Name, cpu $processes[(read-host Which one )] }

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This object represents a physical printer in the network. As mentioned above, the printer can either be connected directlyvia a network card, or it can be connected to a workstation in the network

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ticular characteristic. Clustering differs from classi cation in that no prede ning characteristic is given.

PAM password change Indicates to use the PAM password change control flag for Samba. If this is on (Yes), SMB clients will use PAM instead of the program listed in the Password Program value for changing SMB passwords. Passwd program Indicates which password program to use to change Linux user passwords. By default, /usr/bin/passwd is used, with the current username (%u) inserted. Passwd chat Sets the chat that goes on between the Samba daemon (smbd) and the Linux password program (/usr/bin/passwd by default) when smbd tries to synchronize SMB passwords with Linux user passwords. UNIX password sync With this on (Yes), Samba tries to update a user s Linux user password with his or her SMB password when the SMB password is changed. To do this, SMB runs the passwd command as the root user. This is on by default. Guest account Specifies the username for the guest account. When a service is specified as Guest OK, the name entered here is used to access that service. The account is usually the nobody username.

JSTL is not specific to JSP version 2.0. JSTL should work fine with any container that supports JSP 1.2.

n To add a TreeViewItem select the TreeViewItem in the upper level, right-click, and from the pop-up menu that appears choose Add TreeViewItem n To add a UIELement: double-click a TreeViewItem to make it active, click on whatever element you want in the ToolBox, and click and drag in the TreeViewItem to position the element there. You can also drag the element in while pressing Alt. Like all controls, tree views can be modified in their appearance. For more about customizing controls, see the section Creating Custom Controls later in this chapter.

To compute the average error probability performance of nonideal coherent receivers of BPSK, QPSK, OQPSK, and MSK modulations transmitted over a fading channel, we again follow the approach taken by Fitz [16] wherein the randomness of the demodulation reference signal is modeled as an additive Gaussian noise independent of the AWGN associated with the received signal. In the absence

SELECT WorkOrderID FROM Production.WorkOrder WHERE ProductID = 945 AND StartDate = 2002-01-04 ;

Clearly this avoids evaluating the PDF of the eigenvalue 1 and integration over this RV in (11.10) and also makes the expression for average BEP independent of the probability statistics of the interferer; that is, it is necessary only to know its average power. When this substitution is made in the conditional PDF of (11.12), the following closed-form expression results for Rayleigh fading [6, Eq. (25)]:5 1 + L I 2 L I

Unfortunately, the form of the integrals in (14.70) does not have a readily available closed form, and thus one must evaluate these numerically. Illustrated in Fig. 14.8 are the approximated average BEP performances as computed from (14.69) together with (14.70) for Lr = 1 and Lr = 2. Also shown for comparison are the analogous results obtained from (14.67) where only error event paths of length 2 are accounted for. Comparing Figs. 14.7 and 14.8, we observe that the convergence to the true upper bound (that takes into account error event paths of all lengths) on BEP is slower for the slow-fading case than for the fast-fading case. Equivalently, to obtain an upper bound that asymptotically approaches the true BEP performance, one must consider larger values of H for the slow-fading case than for the fastfading case. To demonstrate this point, the 27 error event paths of length 4 were evaluated for the slow-fading case. Of the 27 possible PEPs associated with these paths, it was found that there are only 10 different ones, all of which are of the form 2Lr 1 P (X X) =