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In addition, views can be sorted without having to sort the whole of the Contact Database This means that a view is almost certainly the best way to access a large set of Contact items When we need to access the whole of a Contact item, we can do so without the view interfering The elds included in the view and the sort order are set when a view is constructed If you need to change them then you need to recreate the view When a view is created, the Contact Model has to carry out a range of tasks (notably sorting the contents of the view) and this is done asynchronously Therefore, in order to use a view, you need to implement a view observer and note when the view is ready for use, otherwise a panic will ensue.

E[N] =

When talking about Logic Programming we mean purely declarative rules languages, based on the so-called Horn subset of FOPL, with a model-theoretic semantics based on Herbrand models.

In this chapter, I have used just the local contact view, but there are other types of views that can be shared between clients or that support ltering..

7

(With nonmonotonic extentions)

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As with other parts of Symbian OS, the Contact Model supports observers. By registering an observer, a process can be informed when data is added, deleted or changed, among other events. When we were developing Messaging software we were concerned with learning when messages arrived. This is less of an issue for our use of the Contact Model. If the user is accessing the Contact Model by means of the PC then it is very unlikely that new entries will be spontaneously created or existing ones changed or deleted. Therefore, we will make no use of a general Contact Model observer.

Now S + 1 = 1 + 2q + 3q2 + 4q3 + and we have seen that the left-hand side of this equation is 1/p2 So S = 1/p2 1 E[N] = 1 qp 1 q p p2 1 1 q2 = 1 qp

(With nonmonotonic extentions)

The formula above applies only if p = q In the case p = q,we rst consider / P(X = n + 1) n = P(X = n) 2(n 1) So

However, we need a view observer, whether we like it or not. Creating a view requires some measure of ltering and sorting, and in Symbian OS this is carried out asynchronously. Therefore, when we create a view we need to specify a view observer in order to be informed when the view is ready for use.

2(n 1)P(X = n + 1) =

(With nonmonotonic negation)

The methods used in this chapter are aimed at small numbers of changes, for example reading, editing or deleting one Contact card at a time. This is aimed at running a GUI on the PC with operations directly driven by the user. However, if you are editing or deleting many Contact items at a time then there are some patterns which can be useful. If you access Contact items in order of their identi er then performance will be improved. Bulk deletion of Contact items should use the CContactDatabase::DeleteContactsL() method which takes an array of identi ers (in which case the order of identi ers in the array does not matter).

nP(X = n)

The WSML syntax inspired by F-Logic arguably makes logical expressions easier to write since the modeling vocabulary is not restricted to predicates, as in FOPL, but also includes concepts, instances, attribute typing, and attribute values. There exist several implementations of F-Logic Programming as well as experiences in case studies, as well as a commercial product (Ontobroker). F-Logic Programming can be reduced to regular Logic Programming, thereby bene ting from the research and experience in the area. Figure 10.2 depicts the WSML language variants. WSML-Core marks the intersection of Description Logics and Logic Programming, also called Description Logic Programs (Grosof et al., 2003). WSML extends this core language in two directions, namely DLs and F-Logic Programming, which allows the variants to bene t from the established research and the tools which have been developed in these areas. WSML-DL is based on the DL SHIQ(D); WSML-Flight is based on the Datalog subset of F-Logic and WSML-Rule is based on the Horn subset of F-Logic; WSML-Flight and WSML-Rule both include negation-as-failure. WSMLFull uni es the Description Logic and Logic Programming paradigms under a First-Order umbrella with speci c extensions to capture the negation-as-failure of the Logic Programming-based WSML variants. In WSML we use a subset of F-Logic as a syntactic extension of the variant based on Logic Programming, namely WSML-Rule. Interoperability between the variants based on DL and Logic Programming can be achieved using so-called Description Logic Programs (DLP) (Grosof et al. 2003). DLP prescribes syntactical restrictions on the ontologies such that they both can be seen as DL ontologies and Logic Programs (LP). The relationship between the syntactically equivalent DL ontology and the LP is then as follows: the DL ontology and the LP are equivalent with respect to

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