By Marek Rusinkiewicz (auth.), Johann Eder, Michele Missikoff (eds.)
This e-book constitutes the refereed lawsuits of the fifteenth foreign convention on complex info platforms Engineering, CaiSE 2003, held in Klagenfurt, Austria in June 2003.
The forty five revised complete papers awarded including three invited contributions have been conscientiously reviewed and chosen from 219 submissions. The papers are geared up in topical sections on XML, tools and types for info platforms, UML, web enterprise and social modeling, peer-to-peer structures, ontology-based tools, complex layout of data platforms, wisdom, wisdom administration, net prone, facts warehouses, digital agreements and workflow, specifications engineering, metrics and approach engineering, and agent applied sciences and complex environments.
Read or Download Advanced Information Systems Engineering: 15th International Conference, CAiSE 2003 Klagenfurt/Velden, Austria, June 16–20, 2003 Proceedings PDF
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Extra resources for Advanced Information Systems Engineering: 15th International Conference, CAiSE 2003 Klagenfurt/Velden, Austria, June 16–20, 2003 Proceedings
In International Workshop on Database Programming Languages, 2001. 6. P. Buneman, S. Davidson, W. Fan, C. Hara, and W. Tan. Keys for xml. Computer Networks, 39(5):473–487, 2002. 7. P. Buneman, W. Fan, J. Simeon, and S. Weinstein. Constraints for semistructured data and xml. ACM SIGMOD Record, 30(1):45–47, 2001. 8. P. Buneman, W. Fan, and S. Weinstein. Path constraints on structured and semistructured data. In Proc. ACM PODS Conference, pages 129–138, 1998. 9. W. Fan and J. Simeon. Integrity constraints for xml.
Vincent and J. Liu If we let v¯1i . v4 we ﬁrstly have that val(¯ vni ) = i val(¯ vn ) as required. Also, since the path instances are the same we have that x11 = x11 and x111 = x111 . Course) and val(z3 ) = val(z3 ). So part (a) of l the deﬁnition of an XMVD is satisﬁed. Next if we let w ¯1i . v5 then we ﬁrstly have that val(w same . Also, since the paths are the same we have that y11 = y11 and y111 = y111 . Course) and l val(z4 ) = val(z4 ). Text. Text. Example 2. Pid. Name) we have that val(v13 ) = val(v16 ).
We deﬁne RPT(E) as a reverse path tree rooted E which contains all path expressions from rootr to E, and deﬁne RP T (E1 , E2 ) as a reverse path tree rooted E2 which contains all path expressions from E1 to E2 and some path expressions from rootr to E2 . Desc ription Desc ription Annotation Annotation Closed_auc tion Open_auc tion Closed_auc tion Open_auc tion Closed_auc tions Open_auc tions Closed_auc tions Open_auc tions Site Site (a) RPT (desc ription) Site (b) RPT (c losed_auc tion, desc ription) Fig.