On Practical Verification of Processes

H. van Rein

On Practical Verification of Processes

H. van Rein

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Abstract

The integration of a formal process theory with a practically usable notation is not straightforward, but it is necessary for practical verification of process specifications. Given such an intermediate language, a verification process that gives useful feedback is not trivial either: Model checkers are not powerful enough to deal with object models, and theorem provers provide insu#cient feedback and are not certain to find a proof.

Original language	Undefined
Pages	262-263
Number of pages	2
Publication status	Published - Jun 2000
Event	14th European Conference on Object-Oriented Programming, ECOOP 2000 - Sophia Antipolis and Cannes, France Duration: 12 Jun 2000 → 16 Jun 2000 Conference number: 14 http://users.polytech.unice.fr/~jpr/www-ecoop2000/

Conference

Conference	14th European Conference on Object-Oriented Programming, ECOOP 2000
Abbreviated title	ECOOP 2000
Country	France
City	Sophia Antipolis and Cannes
Period	12/06/00 → 16/06/00
Internet address	http://users.polytech.unice.fr/~jpr/www-ecoop2000/

Keywords

IR-66452
EWI-7324

Access to Document

vanrein00practical
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vanrein00practical
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http://www.springerlink.com/content/46v43ly0ja25cl5v

Cite this

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title = "On Practical Verification of Processes",

abstract = "The integration of a formal process theory with a practically usable notation is not straightforward, but it is necessary for practical verification of process specifications. Given such an intermediate language, a verification process that gives useful feedback is not trivial either: Model checkers are not powerful enough to deal with object models, and theorem provers provide insu#cient feedback and are not certain to find a proof.",

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AB - The integration of a formal process theory with a practically usable notation is not straightforward, but it is necessary for practical verification of process specifications. Given such an intermediate language, a verification process that gives useful feedback is not trivial either: Model checkers are not powerful enough to deal with object models, and theorem provers provide insu#cient feedback and are not certain to find a proof.

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KW - EWI-7324

M3 - Paper

SP - 262

EP - 263

Y2 - 12 June 2000 through 16 June 2000

ER -