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Let us revisit Figure 4.2 on Page 97 for an overview of the components of C O RBA that are involved in object requests. On the client side, these are client stubs, the dynamic invocation interface (DII) and the O RB interface. We discussed the use of client stubs for static requests in 4. The DII and the O RB Interface enable clients to make dynamic requests. Unlike the client stubs that implement static requests, dynamic requests in the C O RBA DII are themselves objects. Figure 6.1 shows an overview of the interactions between client, request and server objects. A client object creates a R e q u e s t object in order to request the execution of an operation dynamically. The creation of the request object is supported by any C O RBA object. The R e q u e s t object supports defining the actual parameters for the requested operation. R e q u e s t objects export operations that enable the client object to issue the request. The operation result can also be determined from the request object.

features. The tall micropapillae lack stroma within their core and are lined by cuboidal cells with high nuclear/cytoplasmic ratios. There is no evidence of stromal invasion in this high-power eld.

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5:17

In most medical ethics literature an autonomous person is said to be self-determining to have control of her destiny. Autonomy is taken to involve personal wants an autonomous person can determine what she desires and if her autonomy is respected no-one will stand in her way. But this is Understanding B only. It fails to grasp the depth of autonomy s meaning. There are at least three different ways of thinking about autonomy.

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It should be noted that, despite the promising results of the preceding section, computing the closure under tuple intersection of a relation with imprecise tuples does not guarantee that computing maximum projections is efficient. To see this, consider the pathological example shown in Table 5.8. Here ai,j is the j-th value in the domain of attribute i and mi is the number of values of attribute Ai , i.e. mi = | dom(Ai )|. Question marks indicate missing values. n Although this table has only i=1 | dom(Ai )| tuples, computing its closure n under tuple intersection constructs all i=1 | dom(Ai )| possible precise tuples over U = {A1 , . . . , An } and all possible imprecise tuples with a precise value for some and a missing value for the remaining attributes. In all there are n ( i=1 (| dom(Ai )| + 1)) 1 tuples in the closure, because for the i-th element of a tuple there are | dom(Ai )| + 1 possible entries: | dom(Ai )| attribute values and the question mark to indicate a missing value. The only tuple that does not occur in the closure is the one having only missing values. To handle this database properly, an operation to merge tuples for instance, tuples that differ in the (set of) value(s) for only one attribute is needed. With such an operation, the above table can be reduced to a single tuple, having unknown values for all attributes. This shows that there is some potential for improvements of this preprocessing method. However, we found it unneccesary to work out such improvements, because even without them the method provided perfectly sufficient results for all cases we tested.