Titlebook: Application and Theory of Petri Nets 1993; 14th International C Marco Ajmone Marsan Conference proceedings 1993 Springer-Verlag Berlin Heid

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-adic Theta Functions and Tate Curvesgineering hardware. In contrast, this paper discusses the issues and challenges in the modeling of human activity in the workplace. This type of activity frequently has a large component that is unstructured, creative work. It is dynamic and difficult to capture via traditional Petri nets. Our resea

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The Main Theorem of Complex Multiplication family of models to deal with both aspects, plus appropriate analysis techniques, are very important in practice. Petri Nets are one of the formal description techniques able to capture both functional and performance aspects. We illustrate here, after our research experience, how the interleaving

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The Main Theorem of Complex Multiplication the class of fluid stochastic Petri nets, we provide equations for their transient and steady-state behavior. We give two application examples. We hope that this paper will spur further research on this topic.

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The Main Theorem of Complex Multiplicationed version of HLPN called KRON, is interpreted and centralized. The approach makes use of the similarities between the inference engine of a rule based system and the interpretation mechanism of a HLPN. It performs an adaptation of the RETE matching algorithm to deal with HLPN implementations. As in

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Nonvariational Obstacle Problems,ts describing large real-world systems. Moreover, the new model class can be analysed extremely efficient according to qualitative and quantitative results. Techniques for quantitative analysis, qualitative analysis and subnet aggregation are introduced. The usability of the approach is shown by mea