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The name attribute de nes a unique name assigned to the function. Each function you de ne in your script must be assigned a unique name. The commands are one or more bash shell commands that make up your function. When you call the function, the bash shell executes each of the commands in the order they appear in the function, just as in a normal script. The second format for de ning a function in a bash shell script more closely follows how functions are de ned in other programming languages:

2. Pick up the change to the service by restarting the xinetd startup script as follows:

expensive. Receivers very often combine the phasing and lter methods in the same or different signal frequency ranges to get greatly improved performance in dif cult-signal environments. The comments for the SSB transmitter section also apply to the receiver, and no additional comments are needed for this chapter, which is intended only to show the Hilbert transform and its mathematical equivalent in a few speci c applications. Further and more complete information is available from a wide variety of sources [e.g., Sabin and Schoenike, 1998], that cannot be pursued adequately in this introductory book, which has emphasized the analysis and design of discrete signals in the time and frequency domains.

Figure 4-116

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Same as LSL Dx, Dy, except that the shift is to the right. Same as above except that the shift is to the right by immediate data from 0 to 7. Same as LSL (EA) except that the shift is once to the right.

$ cat weather #!/bin/bash # extract the current weather for Chicago, IL URL="http://weather.yahoo.com/forecast/USIL0225.html" LYNX=`which lynx` TMPFILE=`mktemp tmpXXXXXX` $LYNX -dump $URL > $TMPFILE

The association of ketones (a.k.a., ketone bodies) with the ketoacidosis of diabetes has given these substances an undeservedly sinister connotation. However, ketones are normal metabolites that serve as circulating fuels, especially during periods of moderate (12 to 24 hours) or severe (>5 days) fasting. The two physiologically significant ketones are acetoacetate (P-ketobutyrate) and P-hydroxybutyrate (Fig. 10-2). Acetone is the product of the nonenzymatic decarboxylation of acetoacetate. Unlike hydrophobic long-chain fatty acids that require albumin for their transport in the plasma, ketone bodies are water-soluble and do not require a carrier protein for transport.

Many viruses exist (about 100,000 known in 2003) and the number is growing by 30 percent a year according to the International Computer Security Association (reported by statonline, 2003). So the question is, What can organizations do to protect themselves against viruses Some solutions against virus penetrations are provided in Zenkin (2001) and in Table 15.8. The most common solution is to use antivirus software is (e.g., from symantec.com). However, antivirus software provides protection against viruses only after they have attacked someone and their properties are known. New viruses are dif cult to detect in their rst attack. The best protection against viruses is to have a comprehensive plan such as shown in A Closer Look 15.3.

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The information presented on a running and well-planned i n b n e t is of vital relevance l o the company s efficiency. It is important to set up the intranet so that the correct amount of information is presented There must not be too much information, so the users do not need to sort through i t and maybe miss the important information. 0 Too little information may mean that users will not think it relevant to use the intranet and therefore the effort of creating it might just as well have been arrived. It is important that someone in the organizationtakes on this editing responsibility for the intranet, which consists of choosing which information is to be presented, and in what way. The editor stasks could, for example,be:

Table 5-1 shows the available options for CScript. As you can see, options and arguments are differentiated using slashes. Host options are preceded with two slashes (//) and script arguments don t

(continued)

and P2 ( cos u) 3 cos2 u 1 2 2 we get dF ! r 2 r dt r 1 P1 ( cos u) P2 (cosu) D D D (2:24) (2:23)

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