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vacation before it returns for another inspection. We embed a DTMC into this process at the inspection time instants. With E denoting the arrivals during service period including following rest period and F denoting the arrivals during a vacation, Eq. (3.14) d escribing possible state transitions from state X, at embedding epoch n to state X n+r at embedding epoch n + 1 can be restated:

To test your current setting, double-click the folder icon. If the closed folder doesn t change to an open one (or vice versa), you didn t double-click fast enough. Move the slider box toward the Slow end of the scale and try again. When the slider is at a place where it s easy to open/close the little folder next to the slider, that s a good setting for you.

POP QUIZ!

We adjusted the multiplicity value at the nonnavigable end of the directed association between ExecutionOccurrenceSpeci cation and ExecutionSpeci cation; compare Figure 9.8 with the class diagram of the

K3=l.5,

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Particular care is required when associations are modi ed from one end, because the other end of the association will usually also need to be modi ed to maintain the inverse relationship between the ends and any multiplicity constraints on the ends For example, if there is a 1-* association between classes A and B, with roles ar at the A end and br at the B end, a postcondition removebr(ax: A, bx: B) pre: bx : axbr post: axbr = (axbr)@pre->excluding(bx) contradicts that bxar must always be an element of A (since bx has been removed from axbr, bxar cannot be ax): the postcondition must be extended either to delete bx from B, or to assign a new A value to bxar.

In short, you can afford to invest more if you know you can expect a fast payoff from your investment. If you put these two rules together, says Blattberg, you come up with four model acquisition strategies:

Similarly, if there is a composition aggregation from a class W to a class P, deletion of an element of W will also require deletion of its attached P objects 1223 Veri cation Techniques Veri cation of class diagrams can be carried out by translating the model into the notation of a formal analysis tool and carrying out proof, animation, or other analysis using this tool The B language has been used for class diagram analysis [38,76] because its semantic base is consistent with many concepts of UML, and its tool support is among the best available for any formal method However, the structural mismatch between the object-based structuring of B and the object-oriented structure of UML means that analysis of global properties of large modules may be infeasible by this technique.

C cl=1 Ki,cl(k 1,)

It is most useful for demonstrating local consistency of individual classes and detecting incompleteness of operations (inadequate preconditions or postconditions) The use of a translation to a different language requires that the translation preserves the semantic meaning of the UML model in the new language, and that (ideally) the analysis results obtained are reexpressed in terms of the UML model Provided that the translation is semantically sound, that is, M1.

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