Modelling Concurrent Behaviours by Commutativity and Weak Causality Relations*
Identifieur interne : 008779 ( Main/Exploration ); précédent : 008778; suivant : 008780Modelling Concurrent Behaviours by Commutativity and Weak Causality Relations*
Auteurs : Guangyuan Guo [Canada] ; Ryszard Janicki [Canada]Source :
- Lecture Notes in Computer Science [ 0302-9743 ]
Abstract
Abstract: Complexc oncurrent behaviours that cannot be handled by causal partial orders are frequently modelled by a relational structures (X,<,衇), where X is a set (of event occurrences), < is causality and 衇 is weak causality relation ([5][9][7][13] and others). It was shown in [7] that the complex case require the pair of relations <> and 衇, where <> is commutativity, however no axioms for the pair <>, 衇 were given. We present such axioms under the assumption that observations of concurrent behaviours are modelled by stratified partial orders (step-sequences).
Url:
DOI: 10.1007/3-540-45719-4_13
Affiliations:
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<front><div type="abstract" xml:lang="en">Abstract: Complexc oncurrent behaviours that cannot be handled by causal partial orders are frequently modelled by a relational structures (X,<,衇), where X is a set (of event occurrences), < is causality and 衇 is weak causality relation ([5][9][7][13] and others). It was shown in [7] that the complex case require the pair of relations <> and 衇, where <> is commutativity, however no axioms for the pair <>, 衇 were given. We present such axioms under the assumption that observations of concurrent behaviours are modelled by stratified partial orders (step-sequences).</div>
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