Article in Proceedings INPROC-2012-10

BibliographyWagner, Sebastian; Kopp, Oliver; Leymann, Frank: Towards Verification of Process Merge Patterns with Allen’s Interval Algebra.
In: Proceedings of the 4th Central-European Workshop on Services and their Composition (ZEUS 2012).
University of Stuttgart, Faculty of Computer Science, Electrical Engineering, and Information Technology.
pp. 1-8, english.
Bamberg: CEUR Workshop Proceedings, March 16, 2012.
Article in Proceedings (Workshop Paper).
CR-SchemaH.4.1 (Office Automation)
Abstract

Choreographies present how parties collaborate to achieve an agreed business objective. When companies are bought, their processes have to be in-sourced. Thereby, their part in a choreography has to be merged with the part of their acquiring business partner. Merging patterns may be applied to merge reoccurring activity combinations, such as send/receive. It has to be proven that each merge patterns keeps the relations of the original activities of the choreography. As a first step, we show by an example how the relations between activities may be expressed using the Allen calculus. We show for merging a synchronous message exchange, which relations have to be considered for validating an implementation of that merge.

Full text and
other links
PDF (313185 Bytes)
Zeus 2012
Department(s)University of Stuttgart, Institute of Architecture of Application Systems
Project(s)Migrate!
CloudCycle
Entry dateFebruary 21, 2012
   Publ. Institute   Publ. Computer Science