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{{PublicationSetupTemplate|Author=Daniel Gebler, Eugen-Ioan Goriac, Mohammad Reza Mousavi
|PID=651738
|Name=Gebler, Daniel (Vrije Universiteit, Amsterdam, The Netherlands) (Department of Computer Science);Goriac, Eugen-Ioan (Reykjavik University, Reyjkjavik, Iceland) (ICE-TCS, School of Computer Science);Mousavi, Mohammad Reza [mohmou] (Högskolan i Halmstad [2804], Sektionen för Informationsvetenskap, Data– och Elektroteknik (IDE) [3905], Halmstad Embedded and Intelligent Systems Research (EIS) [3938], Centrum för forskning om inbyggda system (CERES) [6702])
|Title=Algebraic Meta-Theory of Processes with Data
|PublicationType=Conference Paper
|ContentType=Refereegranskat
|Language=eng
|Journal=
|JournalISSN=
|Status=
|Volume=
|Issue=
|HostPublication=Proceedings Combined 20th International Workshop on Expressiveness in Concurrency and 10th Workshop on Structural Operational Semantics
|Conference=EXPRESS/SOS 2013, Combined 20th International Workshop on Expressiveness in Concurrency and 10th Workshop on Structural Operational Semantics, August 26, 2013 Buenos Aires, Argentina
|StartPage=63
|EndPage=77
|Year=2013
|Edition=
|Pages=
|City=
|Publisher=Open Publishing Association
|Series=Electronic Proceedings in Theoretical Computer Science ; 120
|SeriesISSN=2075-2180
|ISBN=
|Urls=
|ISRN=
|DOI=http://dx.doi.org/10.4204/EPTCS.120.6
|ISI=
|PMID=
|ScopusId=
|NBN=urn:nbn:se:hh:diva-23679
|LocalId=
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|Keywords=Structural Operational Semantics;Equational Theory;Process Algebra;Formal Semantics;Data and Store
|Categories=Data- och informationsvetenskap (102)
|ResearchSubjects=
|Projects=
|Notes=<p>Eugen-Ioan Goriac is funded by the project ‘Extending andmAxiomatizing Structural Operational Semantics: Theory and Tools’ (nr. 1102940061) of the Icelandic Research Fund.</p>
|Abstract=<p>There exists a rich literature of rule formats guaranteeing different algebraic properties for formalismswith a Structural Operational Semantics. Moreover, there exist a few approaches for automatically deriving axiomatizations characterizing strong bisimilarity of processes. To our knowledge, this literature has never been extended to the setting with data (e.g., to model storage and memory). We show how the rule formats for algebraic properties can be exploited in a generic manner in the setting with data. Moreover, we introduce a new approach for deriving sound and ground-complete axiomschemata for a notion of bisimilarity with data, called stateless bisimilarity, based on intuitive auxiliary function symbols for handling the store component. We do restrict, however, the axiomatization to the setting where the store component is only given in terms of constants.</p>
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|CreatedDate=2013-09-27
|PublicationDate=2013-09-27
|LastUpdated=2013-11-12
|diva=http://hh.diva-portal.org/smash/record.jsf?searchId=1&pid=diva2:651738}}
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