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Deontic logics for modeling behavioural variability. Benavides, A. Metzger, U.
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Eisenecker eds. Bravetti M. Combining timed coordination primitives and probabilistic tuple spaces. Kaklamanis C, Nielson F eds. On a uniform framework for the definition of stochastic process languages. Alpuente, B. Cook, C. Joubert eds. Rate-based transition systems for stochastic process calculi. Springer Verlag, Formal modeling for railway signaling using commercial tools. Denney, D. Giannakopoulou, C. Pasareanu eds. Engineering crowd interaction within smart environments. Palanque P. A formal approach supporting the comparative predictive assessment of the interruption-tolerance of interactive systems.
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