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9311 Domains and Restriction Functions We de ne the domain E of events and the silent event as E { } The domain D comprises all nitary pomsets labeled with events from E We de ne ( ) = (ie, the silent event does not con ict with any event) The domains P and T comprise all pomsets p D such that p is locally linear and a trace, respectively We extend the lifeline function to pomsets p = [(O, O , O )] D by (p) = o O ( O (o)) Given a process P D , we set (P) = p P (p).

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On processes in (D ) and for a set of lifelines L, the restriction function restr(L) : (D ) (D ) removes all those pomsets from a process which show an event that lies on a lifeline of L [ie, restr(L)(P) = {p P | (p) L = }] We also write P[L] for restr(L)(P) Transition rules regarding the construct seqq (T1 , T2 ) can only be correct (with respect to the denotational semantics) if it is guaranteed that after execution of an event e of the term T2 , no event e of T1 is executed that con icts with e If a nondeterministic choice construct (alt or loop) occurs in term T1 , it may happen that both traces containing events con icting with e (type 1) and traces not containing such events (type 2) occur in the positive evaluation set of T1 .

In 3, you learned the importance of primary and foreign keys and how they link tables together. You learned how to use the Relationships window to create relationships between tables. Finally, you learned how referential integrity affects data in tables.

The desired completeness of the transition rules necessitates retaining traces of type 2, even though traces of type 1 have to be discarded One possible solution to this problem is based on a syntactic transformation RL : Term Term such that P[[RL (T )]] = P[[T ]][L], where Term is an appropriate extension of the language IFragment and L is a set of lifelines Typically, this syntactic restriction function is de ned by RL (T ) = restr (L, T ), where restr (L, T ) is a language extension whose denotational semantics is given by P[[restr (L, T )]] = P[[T ]][L] and whose operational semantics is given by the following rule: (restr) T T.

II= 1,2 )...)

To take full advantage of SQL Server and an Access project, you need to make some fairly significant changes to your newly converted application. Although the Upsizing Wizard tries to make its best guess as to the most efficient conversion approach, you should review the table and query designs and revise them as necessary. Record sources and control sources for forms and reports are converted without any changes. In an implementation with a large number of users, you don t want to bind forms and reports directly to a table or even a query.

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