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With the introduction of UML 2.0, many improvements to diagrams have been incorporated into the language. Some of the major changes were applied to sequence diagrams, which were enhanced with most of the concepts from ITU-T's Message Sequence Charts, and more. In this paper, we introduce a formal semantics for most concepts of sequence diagrams by means of… (More)

We show that the downward-closure of a Petri net language is effectively computable. This is mainly done by using the notions defined for showing decidability of the reachability problem of Petri nets. In particular, we rely on Lambert's construction of marked graph transition sequences — special instances of coverability graphs that allow us to extract… (More)

- Roland Meyer
- 2014

We investigate the class P BD of π-Calculus processes that are bounded in the function depth. First, we show that boundedness in depth has an intuitive characterisation when we understand processes as graphs: a process is bounded in depth if and only if the length of the simple paths is bounded. The proof is based on a new normal form for the π-Calculus… (More)

We introduce Petruchio, a tool for computing Petri net translations of dynamic networks. To cater for unbounded architectures beyond the capabilities of existing implementations, the principle fixed-point engine runs interleaved with coverability queries. We discuss algo-rithmic enhancements and provide experimental evidence that Petru-chio copes with… (More)

Model checking of real-time systems with respect to Duration Calculus (DC) specifications requires the translation of DC formulae into automata-based semantics. This task is difficult to automate. The existing algorithms provide a limited DC coverage and do not support compositional verification. We propose a translation algorithm that advances the… (More)

We present algorithms for checking and enforcing robustness of concurrent programs against the Total Store Ordering (TSO) memory model. A program is robust if all its TSO computations correspond to computations under the Sequential Consistency (SC) semantics. We provide a complete characterization of non-robustness in terms of so-called attacks: a… (More)

We clarify the relationship between π-calculus and finite p/t Petri nets. The first insight is that the concurrency view to processes taken in [Eng96,AM02,BG09] and the structural view in [Mey09] are orthogonal. This allows us to define a new concurrency p/t net semantics that can be combined with the structural semantics in [Mey09]. The result is a more… (More)