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To understand what EJB offers in the way of security, it is necessary to briefly discuss the offerings of Java, the programming language and runtime environment An interesting aspect of Java is that many of the language's features that help programmers write better applications also assist us in writing applications that are more secure We will look at several of these features in this section The overriding property of the Java language and runtime is that Java manages most memory-related tasks Not only does Java do the thankless work of managing memory, Java forbids the programmer from doing this thankless work The engineers at Sun Microsystems realized that the vast majority of computing hacks come from clever folk who outfox the operating system by performing memory sleight of hand with pointers, pointer arithmetic, improper object casting, and extending arrays beyond declared bounds.



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You can use the information about how your quantity demanded changes when price goes up to plot out two points on your demand curve for pizza: four slices demanded at a price of 1, and two slices demanded at a price of 2. In Figure 9-3, we plot these two points and sketch in the rest of the demand curve. As you look at the figure, keep in mind two things: The downward slope of the pizza demand curve derives in part from the diminishing marginal utility of pizza, but . . . As the price of pizza changes, the quantity demanded of pizza doesn t change in isolation; it changes as the result of rearranging the quantity demanded of both beer and pizza in order to maximise total utility. Demand curves for individual goods aren t made in isolation. Certainly, a relationship exists between a good s price and its quantity demanded. However, when the good s price changes, that change affects the entire budgeting decision not just for that good, but for every good. The resulting change in the good s quantity demanded is just part of the overall rearrangement of spending that strives to keep maximising total utility given the new price. Consider how the increase in the price of pizza affects the demand curve for beer. As we increase the price of pizza from 1 to 3 per slice, consumption of beer rises from three to five slices. But the price of beer was unchanged. This means that the demand curve for beer must have shifted (which we explain in 8).

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partitioned (as mentioned in Section 5.4.1.2) into 55 clusters (see Table 5.5) using a similarity matrix based clustering algorithm. For the convenience of readers, we describe below the algorithm that rst transforms the similarity matrix, computed based on the similarity between cases, to an equivalent matrix (i.e., the nal similarity matrix SM in step 5 of the following algorithm), and the cases that are equivalent to each other are considered to be in the same cluster. Clustering Algorithm Step 1. De ne a signi cant level (threshold) b 2 0; 1 . Step 2. Determine the similarity matrix SMN N SM w according to equations pq (3.1) and (3.2). w Step 3. Compute SM1 SM SM spq , where spq maxk min SMpk ; w SMkq . Step 4. If SM1 SM, go to step 5; else, replace SM with SM1 and go to step 3. Step 5. Determine the clusters based on the rule case p and case q belong to the same cluster if and only if SMpq ! b in the nal similarity matrix SM, and compute the number M of clusters. The following example illustrates the foregoing clustering algorithm. Let us consider three cases, e1 1;2 ; e2 1;4 , and e3 1;12 , and assume that their

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