Titlebook: CONCUR 2013 -- Concurrency Theory; 24th International C Pedro R. D’Argenio,Hernán Melgratti Conference proceedings 2013 Springer-Verlag Ber

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Native Advertising in der Praxis,ith . vocabularies must be supported as well. In this paper, we first prove that DMTSs are not closed under merge for models with different vocabularies. We then define an extension to DMTS called rDMTS, for which we describe a first exact algorithm for merging partial models, provided they satisfy an easily checkable compatibility condition.

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Sharon Vegh Williams,Joni M. Colewhole space of potential error traces is covered by causal loops. The causality-based verification of multi-threaded programs can be dramatically faster than the standard state space traversal. In particular, we show that the complexity of verifying multi-threaded programs with locks reduces from exponential to polynomial.

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Reasoning with MAD Distributed Systemsministered by different, potentially selfish entities—have an incentive to help sustain it. Indeed, such issues are not imaginary: ample evidence suggests that a large number of peers will free-ride or deviate from the assigned protocol if it is in their interest to do so (e.g., [3,9,16,21]).

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Mutually Testing Processeses are ., there is a further refinement preorder based on the mutual satisfaction of ...We give a uniform account of these three preorders. In particular we give two characterisations. The first is behavioural, in terms of traces and ready sets. The second, for finite processes, is equational.

Coronation

Hennessy-Milner Logic with Greatest Fixed Points as a Complete Behavioural Specification Theoryduce a new operation of quotient for the above equivalent formalisms, which is adjoint to structural composition and allows synthesis of missing specifications from partial implementations. This is a?substantial generalisation of the quotient for deterministic modal transition systems defined in earlier papers.

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Merging Partial Behaviour Models with Different Vocabulariesith . vocabularies must be supported as well. In this paper, we first prove that DMTSs are not closed under merge for models with different vocabularies. We then define an extension to DMTS called rDMTS, for which we describe a first exact algorithm for merging partial models, provided they satisfy an easily checkable compatibility condition.

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