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classes that you should not use These methods, such as getPreferenceStore(),

int[] numbers = {42, 84}; ConsoleWriteLine( numbers[0]);

and the Plugin class preference methods, such as getPluginPreferences(), and the associated class Preferences They exist only for backward compatibility There is no advantage in using these older preference storage methods in AbstractUIPlugin, so we will use the Preferences interface and associated

int[,] numbers = { {42}, {84, 42} };

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, 1/2 log2 n 1, the hierarchical algorithm passes a certain number of data or averages, n j , corresponding to the number of squares in the best partition (up to that scale), up the tree to the next scale We assume that a constant number of bits is transmitted per measurement These k n j bits must be transmitted approximately k 2 j / n meters (assuming the sensor domain is normalized to 1 square meter) Thus, the total in-network communication energy in bit-meters is: E[| |] (3m + 1) n n m m (3m + 1) =k.

methods unless the Eclipse API specifically requires the older interface (see 12 for more on preferences) Other methods provided by AbstractUIPlugin include:

createImageRegistry()

int[,] numbers = { {42, 168}, {84, 42} };

(n 1)/3

plugin-in You can use the registry to manage images which are frequently used by the plugin-in The default implementation of this method creates an empty registry Subclasses may override this method if needed

getDialogSettings()

int[][] numbers = { {42, 84}, {84, 42} };

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plug-in (see Section 1127) The dialog settings hold persistent state data for the various wizards and dialogs of this plug-in in the context of a workbench

Est., p = 2/3 log(1024)

getImageRegistry()

int[][] numbers = { new int[]{42, 84}, new int[]{84, 42} };

plug-in (see Section 443 and 77)

Est., p = 2/3 log(256)

Summary

initializeImageRegistry(ImageRegistry reg)

- Initializes an im-

Figure 1414 Effect of sensor network density (resolution) on boundary estimation Column 1, noisy set of measurements; column 2, estimated boundary; and column 3, associated partition (Reproduced by permission of IEEE [121]) In the naive approach, n j = n for all j, and therefore kn In the hierarchical approach, rst consider the case when there is no boundary We have already seen that in such cases the tree will be pruned at each stage high probability Therefore, n = n/4 j and with j 2k n Now if boundary of length C n is present, then n j n/4 j + C n This produces a k(C + 2) n Thus, we see that the hierarchical algorithm results in = O( n) Finally, a performance example is shown in Figure 1414 [121] 14.

Even for experienced programmers, C# introduces several new programming constructs For example, as part of the section on data types, this chapter covered the type decimal that can be used accurately for financial calculations In addition, the chapter introduced the fact that the Boolean type, bool, does not convert implicitly to an integer, thereby preventing the mistaken use of the assignment operator in a conditional expression Other unique characteristics of C# are the @ verbatim string qualifier that forces a string to ignore the escape character and the fact that the string data type is immutable To convert data types between each other C# includes the cast operator in both an explicit and an implicit form In the following chapters, you will learn how to define both operator types on custom types This chapter closed with coverage of C# syntax for arrays, along with the various means of manipulating arrays For many developers, the syntax can become rather daunting at first, so the section included a list of the common errors associated with coding arrays The next chapter looks at expressions and control flow statements The if statement, which appeared a few times toward the end of this chapter, appears as well

loadDialogSettings()

- Loads the dialog settings for this plug-

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