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In contrast to the SUM in the BOTT we assume that the utilization &,tt of the bottleneck node is very close to 1, and therefore we can choose for the initial value of the throughput X(O):
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nesses, such as simultaneous regions and coregions, activation, and quanti cation may also be speci ed. The formal semantics of LSCs is based on the concept of timed B chi automata (see [7]). The acceptance criterion for B chi automata takes the in niteness of the words into account. Timed B chi automata also take the occurrence times of the letters of words into account. The language of LSCs is thus much more expressive than that of MSCs or of UML 2.0 interactions. Consequently, LSCs require a more involved domain for the de nition of a formal semantics. Complexity and expressive power of LSCs have been studied by a number of people (see, e.g., [6,17,28]). Additionally, Harel and Maoz [27] treat the constructs assert and neg not as operators but as modalities, give an interpretation of them into LSCs, and de ne a UML 2.0 pro le for the positive fragment of the language of interactions that includes those modalities; the resulting language is called modal sequence diagrams (MSDs).
a separate binary component) can call them. This makes the functions public to other modules by creating a .lib le, which contains the export table to be linked against by the calling code. On Symbian OS, every function to be exported should be marked in the class de nition in the header le with the macro IMPORT_C. The client code will include the header le, so they are effectively importing each function into their code module when they call it. The corresponding function should be pre xed with the EXPORT_C macro in the .cpp le which implements it. For example:
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