On correct and complete strong merging of partial behaviour models

Modal Transition Systems (MTS) have been shown to be useful to reason about system behaviour in the context of partial information and to support incremental elaboration of behaviour models. A particularly useful notion in the context of software and requirements engineering is that of merge. MTS me...

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Publicado: 2008
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Acceso en línea:https://bibliotecadigital.exactas.uba.ar/collection/paper/document/paper_97815959_v_n_p297_Fischbein
http://hdl.handle.net/20.500.12110/paper_97815959_v_n_p297_Fischbein
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spelling paper:paper_97815959_v_n_p297_Fischbein2023-06-08T16:38:07Z On correct and complete strong merging of partial behaviour models Elaboration Merge Modal Transition Systems Partial Behaviour Models Behaviour models Current limitation Description languages Goal models Modal Transition Systems Operational description Over-constrained Partial information Algorithms Computer software Mergers and acquisitions Merging Mathematical models Modal Transition Systems (MTS) have been shown to be useful to reason about system behaviour in the context of partial information and to support incremental elaboration of behaviour models. A particularly useful notion in the context of software and requirements engineering is that of merge. MTS merging can be used as the conjunction of multiple partial operational descriptions which may have been provided as MTS or even synthesised from other description languages such as goal models and scenarios. One of the current limitations of MTS merging is that a complete and correct algorithm for merging has not been developed. Hence, an engineer attempting to merge partial descriptions may be prevented to do so by overconstrained algorithms or algorithms that introduce behaviour that does not follow from the partial descriptions being merged. This paper resolves these problems for strong semantics by providing a complete characterization of MTS consistency and a correct and complete algorithm for MTS merging. © 2008 ACM. 2008 https://bibliotecadigital.exactas.uba.ar/collection/paper/document/paper_97815959_v_n_p297_Fischbein http://hdl.handle.net/20.500.12110/paper_97815959_v_n_p297_Fischbein
institution Universidad de Buenos Aires
institution_str I-28
repository_str R-134
collection Biblioteca Digital - Facultad de Ciencias Exactas y Naturales (UBA)
topic Elaboration
Merge
Modal Transition Systems
Partial Behaviour Models
Behaviour models
Current limitation
Description languages
Goal models
Modal Transition Systems
Operational description
Over-constrained
Partial information
Algorithms
Computer software
Mergers and acquisitions
Merging
Mathematical models
spellingShingle Elaboration
Merge
Modal Transition Systems
Partial Behaviour Models
Behaviour models
Current limitation
Description languages
Goal models
Modal Transition Systems
Operational description
Over-constrained
Partial information
Algorithms
Computer software
Mergers and acquisitions
Merging
Mathematical models
On correct and complete strong merging of partial behaviour models
topic_facet Elaboration
Merge
Modal Transition Systems
Partial Behaviour Models
Behaviour models
Current limitation
Description languages
Goal models
Modal Transition Systems
Operational description
Over-constrained
Partial information
Algorithms
Computer software
Mergers and acquisitions
Merging
Mathematical models
description Modal Transition Systems (MTS) have been shown to be useful to reason about system behaviour in the context of partial information and to support incremental elaboration of behaviour models. A particularly useful notion in the context of software and requirements engineering is that of merge. MTS merging can be used as the conjunction of multiple partial operational descriptions which may have been provided as MTS or even synthesised from other description languages such as goal models and scenarios. One of the current limitations of MTS merging is that a complete and correct algorithm for merging has not been developed. Hence, an engineer attempting to merge partial descriptions may be prevented to do so by overconstrained algorithms or algorithms that introduce behaviour that does not follow from the partial descriptions being merged. This paper resolves these problems for strong semantics by providing a complete characterization of MTS consistency and a correct and complete algorithm for MTS merging. © 2008 ACM.
title On correct and complete strong merging of partial behaviour models
title_short On correct and complete strong merging of partial behaviour models
title_full On correct and complete strong merging of partial behaviour models
title_fullStr On correct and complete strong merging of partial behaviour models
title_full_unstemmed On correct and complete strong merging of partial behaviour models
title_sort on correct and complete strong merging of partial behaviour models
publishDate 2008
url https://bibliotecadigital.exactas.uba.ar/collection/paper/document/paper_97815959_v_n_p297_Fischbein
http://hdl.handle.net/20.500.12110/paper_97815959_v_n_p297_Fischbein
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