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so that the received signal vector y lies near the surface of a sphere (called noise sphere) of radius N 2 around the transmit signal vector x. Reliable communications is possible as long as the spheres associated with the different codewords do not overlap, i.e., each received signal point can be uniquely associated with a particular transmit signal point. On the other hand, due to the average power constraint, we know that all received signal points must lie within a sphere of radius N(P + 2 ). We can thus conclude that the number of different received sequences that can be decoded reliably is equal to the number of noise spheres that t into a sphere of radius N(P + 2 ). Since the volume of an N-dimensional sphere with radius is proportional to N , the number of different messages that can be communicated with a codeword of length N is M= [N(P + 2 )]N/2 [N 2 ]N/2 (14.16)

The Keyboard Configuration window lists the types of keyboards commonly used, based on your country. The list on the left contains countries, and the list on the right shows the known keyboard types used in the country selected. First, select your country from the list on the left, then select your keyboard type from the list on the right (you can click in the keyboard list and type the name of your keyboard to quickly jump to it). Beneath the two lists is an area where you can test the keyboard selection. Just type any special or unique characters available on your keyboard to see whether the setting you selected produces the proper characters.

By the property of total probability,

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In this chapter, you've seen how powerful the customization features of Visual Studio .NET are. You learned how to customize your profile options, window layout, and keyboard/shortcut settings, as well as customize editor and designer windows. You also learned how to customize menu and toolbar commands. In addition, you learned how to modify and add external tools to the environment. And finally, you learned how to customize and create macros that interact with the environment.

< xml version = "1.0" encoding = "UTF-8" > <xsd:schema xmlns:xsd = "http://www.w3.org/2001/XMLSchema" elementFormDefault = "qualified"> <xsd:element name = "sampleData"> <xsd:complexType> <xsd:sequence> <xsd:element name = "numeric"> <xsd:complexType> <xsd:sequence> <xsd:element name = "negInt" type = "xsd:negativeInteger"/> <xsd:element name = "posInt" type = "xsd:positiveInteger"/> <xsd:element name = "integer" type = "xsd:integer"/> <xsd:element name = "unsignedInt" type = "xsd:unsignedInt"/> </xsd:sequence> </xsd:complexType> </xsd:element> <xsd:element name = "strings"> <xsd:complexType> <xsd:sequence> <xsd:element name = "normalized" type = "xsd:normalizedString"/> <xsd:element name = "string" type = "xsd:string"/> </xsd:sequence> </xsd:complexType> </xsd:element> </xsd:sequence> </xsd:complexType> </xsd:element> </xsd:schema>

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function my_function() { global $wpdb; // Function code here }

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A JSP with the XML data already embedded in the text of the page. An XSL program in a separate file. The Apache XSL-related tag class libraries and their associated taglib descriptors installed in the WEB-INF subdirectory for the application. The example JSP is:

Using the Instant Search, not only can you find Start menu applications by typing the first letters, you can also find hidden files as well as system files. This is helpful, for example, when calling the Microsoft Management Console.

Launch scripts automatically when a user logs on or even before anybody logs on Start scripts invisibly from inside your Registry Use the system agent to launch service scripts in intervals Insert scripts as context menu extensions into any context menu Find out about the hidden system variables used inside context menus Copy file names to the clipboard

Solutions to problems, 7

and 3.11, except that the current is now 50% above threshold, instead of 5%. There are two major changes: due to the higher RO frequency there are more oscillations in the same range of , and the stability at moderate feedback sets in at a higher feedback strength. All stability diagrams were checked by direct numerical integration of the rate equations (3.28) (3.30) at several points of the diagrams, and no discrepancy between the two methods was found. We also mention the work by Bochove [25] who has analyzed the configuration of a diode laser with PCF by numerically solving the roots of the system

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