
By Achim D. Brucker.
In this talk, we present the theorem proving environment HOL-OCL. The HOL-OCL system is an interactive proof environment for UML/OCL specifications that is integrated in an MDE framework. HOL-OCL allows to reason over UML class models annotated with OCL specifications. Moreover, HOL-OCL provides several derived proof calculi that allow for formal derivations of validity of UML/OCL formulae. These formulae arise naturally when checking the consistency of class models, when formally refining abstract models to more concrete ones or when discharging side-conditions from model-transformations.
Please cite this work as follows: A. D. Brucker, “Formal analysis of UML/OCL models,” presented at the Computer science colloquium at the university bremen, Bremen, Germany, Oct. 31, 2008. Author copy: http://logicalhacking.com/publications/talk-brucker-formal-2008/
@Unpublished{ talk:brucker:formal:2008,
date = {2008-10-31},
title = {Formal Analysis of {UML/OCL} Models},
author = {Achim D. Brucker},
eventtitle = {Computer Science Colloquium at the University Bremen},
venue = {Bremen, Germany},
abstract = {In this talk, we present the theorem proving environment
HOL-OCL. The HOL-OCL system is an interactive proof
environment for UML/OCL specifications that is integrated in
an MDE framework. HOL-OCL allows to reason over UML class
models annotated with OCL specifications. Moreover, HOL-OCL
provides several derived proof calculi that allow for formal
derivations of validity of UML/OCL formulae. These formulae
arise naturally when checking the consistency of class models,
when formally refining abstract models to more concrete ones
or when discharging side-conditions from
model-transformations.},note = {Author copy: \url{http://logicalhacking.com/publications/talk-brucker-formal-2008/}},
}