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TContactItemId Id() const This method returns the contact item identi er. TTime LastModified() const This method returns the date/time when the contact item was last modi ed. void SetLastModified(const TTime& aLastModified) This method sets the date/time when the contact item was last modi ed. TBool IsHidden() This method returns the item s hidden attribute. Hidden means that the item is not displayed if the view de nition excludes hidden elds. void SetHidden(TBool aHidden) This method sets the item s hidden attribute. Hidden means that the item is not displayed if the view de nition excludes hidden elds. aHidden ETrue if the item is to be hidden. inline TBool IsDeletable() This method tests whether the contact item is deletable. This is true if the contact item s access count is zero. TBool IsDeleted() const This method returns the deleted attribute. If the attribute is set, this means that an attempt has been made to delete the contact item, but because the item s access count is greater than zero, its data persists and the item is just marked as deleted. void SetDeleted(TBool aDeleted) Sets the value of the contact item s deleted attribute. If the attribute is set, this means that an attempt has been made to delete the contact item, but because the item s access count is greater than zero, its data persists and the item is just marked as deleted. aDeleted ETrue if the item is set as deleted.

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Web Service Discovery: A more complex (and realistic) scenario is to consult WSMX about the set of Web services that satisfy a given goal This entry point implies a synchronous call the requester provides a goal and WSMX returns a set of matching Web services Send Message: After the decision on which service to use was already made, a conversation involving back and forth messages between the requester and WSMX has to start The input parameter is a WSML message that contains a set of ontology instances and references to the Web service to be invoked and to the targeted Choreography (if it is available) Store Entity in the Registry: This entry point provides an interface for storing the WSMO-related entities described in WSML in the repository.

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TContactItemId TemplateRefId() const This method returns the ID of the template on which this item is based or KNullContactId if the item is not based on a template. void SetTemplateRefId(TContactItemId aUid) This method sets the template on which this contact item is based. aUid the identi er of the template. inline TInt AccessCount() const This method returns the item s current access count. Field Methods CContactItemFieldSet& CardFields() const This method returns a reference to the item s eld set. void AddFieldL(CContactItemField& aField) This method appends a new eld to the end of the item s set of elds. The item takes ownership of the eld. aField the eld to be added to the eld set. void InsertFieldL(CContactItemField& aField,TInt aFieldPos) This method inserts a new eld into the item s set of elds at the speci ed position. aField the eld to be inserted. aFieldPos the position at which to insert the eld. A value of zero inserts the eld at the start of the set. A value equal to or greater than the number of elds causes the eld to be appended to the set. void RemoveField(TInt aFieldPos) This method removes a eld from the item s set. This method generates a panic if the indexed eld does not exist. aFieldPos the position in the eld set of the eld to be deleted. void UpdateFieldSet(CContactItemFieldSet* aNewFieldSet) This method replaces the item s complete set of elds with a new set. aNewFieldSet the new set of elds for the item.

Some of the individual probabilities are shown in Table 710 The mean value of Y is E(Y ) = 4010/51 = 786275 and the variance is 425454 Note that had we been using a negative binomial model the mean would be c c 10 = = = 80 p k/N 50/400 The fact that this negative binomial mean is always greater than that for the negative hypergeometric has some implications This fact will be shown below, but rst we establish formulas for the mean and variance of the negative hypergeometric random variable

All the incoming and outgoing messages are represented in WSML and consist of either fragments of WSMO ontologies or WSMO entities (Web services, goals, mediators, or ontologies) That is, only WSML is used as WSMX internal data representation and all the necessary adaptations are handled by an adapter framework 10233 WSMX Architecture To summarize, WSMX architecture (Zaremba et al, 2005) consists of a set of loosely coupled components Having various decoupled components part of a software system is one of the fundamental principles of a Service Oriented Architecture (SOA) Self-contained components with well-de ned functionalities can be easily plugged-in and plugged-out at any time, allowing them to use each others functionalities Even if WSMX provides a default implementation for all the components in the architecture, following these principles allows a third-party component.

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