We show that any finite process can be uniquely decomposed into prime processes with respect to bisimulation equivalence, and demonstrate counterexamples to ...

We show that any finite process can be uniquely decomposed into prime processes with respect to bisimulation equivalence, and demonstrate counterexamples to ...

We show that any finite process can be uniquely decomposed into prime processes with respect to bisimulation equivalence, and demonstrate counterexamples to ...

Unique decomposition has been a subject of interest in process algebra for a long time (for example in BPP [2] or CCS [11,13]), as it provides a normal form ...

We also prove that closed normed processes (i.e. processes with a finite shortest trace) can be decomposed uniquely with respect to strong labeled bisimilarity.

Unique decomposition has been a subject of interest in process algebra for a long time (for example in BPP or CCS), as it provides a normal form with useful ...

Index Terms. Unique decomposition of processes. Theory of computation ... Recommendations. On unique decomposition of processes in the applied π-calculus.

Abstract: In this paper, we examine questions about the prime decomposability of processes, where we define a process to be prime whenever it cannot be ...

Effective decomposability of sequential behaviours · How to Parallelize Sequential Processes · On Unique Decomposition of Processes in the Applied π-Calculus · On ...

If there is an efficient procedure to transform a process into its nor- mal form, such a decomposition can also be used to verify the equivalence of two.