Difference between revisions of "Event-B Mathematical Language"

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(New page: Event-B mathematical language in PDF format: [http://deploy-eprints.ecs.soton.ac.uk/11/2/mathLanguage-2007-10-26.pdf])
 
(Specification Documents: Updated link to concise summary and added refcard)
 
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Event-B mathematical language in PDF format:
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This page gives a brief summary of documents describing Event-B's logic aka mathematical language.
[http://deploy-eprints.ecs.soton.ac.uk/11/2/mathLanguage-2007-10-26.pdf]
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=Rodin Handbook=
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[http://handbook.event-b.org/current/html/mathematical_notation.html Rodin Handbook (Mathematical Notation)]
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=Specification Documents=
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*The logic is introduced in [http://deploy-eprints.ecs.soton.ac.uk/53/2/sld_mth1.pdf these slides] and Jean-Raymond Abrial's book "Modeling in Event-B". Note that those introductory texts are partially outdated w.r.t. the version implemented by Rodin (see [[How Rodin Deviates from Abrial's Book]]).
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*A comprehensive specification of the logic (abstract syntax, semantics, proof calculus, core theories) is available as [ftp://ftp.inf.ethz.ch/pub/publications/tech-reports/6xx/698.pdf technical report].
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*Event-B's concrete syntax (V2, supported since Rodin 1.0.0) is specified in [http://deploy-eprints.ecs.soton.ac.uk/11/4/kernel_lang.pdf kernel_lang.pdf].An older version (available in [http://deploy-eprints.ecs.soton.ac.uk/11/2/mathLanguage-2007-10-26.pdf mathLanguage-2007-10-26.pdf]) describes the concrete syntax used by the Rodin platform up to releases 0.9.x. The changes between these two versions are summarized in [[Changes_to_the_Mathematical_Language_of_Event-B]].
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*There is also [[Media:EventB-Summary.pdf|A Concise Summary of the Event B mathematical too]] and the associated [[Media:EventB-Summary-refcard.pdf|reference card]].
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[[Category:User documentation]]
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[[Category:Event-B]]

Latest revision as of 11:28, 23 January 2014

This page gives a brief summary of documents describing Event-B's logic aka mathematical language.

Rodin Handbook

Rodin Handbook (Mathematical Notation)

Specification Documents

  • A comprehensive specification of the logic (abstract syntax, semantics, proof calculus, core theories) is available as technical report.