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[2002] Thesis - Integrating Information on the Semantic Web Using Partially Ordered Multi Hypersets.pdf

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[2002] Thesis - Integrating Information on the Semantic Web Using Partially Ordered Multi Hypersets.pdf

文档介绍

文档介绍:Integrating Information on the Semantic Web
Using Partially Ordered Multi Hypersets

by

Piotr Kaminski
B. Math., University of Waterloo, 1997

A Thesis Submitted in Partial Fulfillment of the
Requirement for the Degree of

MASTER OF SCIENCE

in the Department puter Science



We accept this thesis as conforming
to the required standard



Dr. R. N. Horspool, Supervisor (Department puter Science)



Dr. H. A. Müller, Supervisor (Department puter Science)



Dr. M. Storey, Department Member (Department puter Science)



Dr. I. Traoré, Outside Member (Dept. of Electrical & Computer Engineering)


© Piotr Kaminski, 2002
University of Victoria

All rights reserved. This thesis may not be reproduced in whole or in part,
by photocopy or other means, without the permission of the author.
ii
Supervisors: Dr. R. N. Horspool and Dr. H. A. Müller


ABSTRACT
The semantic web is supposed to be a global, machine-readable information re-
pository, but there is no agreement on a mon information metamodel.
To prevent the fragmentation of this nascent semantic web, this thesis introduces
the expressive and flexible Braque metamodel. Based on non-well-founded par-
tially ordered multisets (hyper pomsets), augment with a powerful reflection
mechanism, the metamodel supports the automated, lossless, semantically trans-
parent integration of relationship-based metamodels. Complete mappings to
Braque from the Extensible Markup Language (XML), the Resource Description
Framework (RDF), and the Topic Maps standard are provided. The mappings
place information at the same semantic level, allowing uniform navigation and
queries without regard for the original model boundaries.

Examiners:


Dr. R. N. Horspool, Supervisor (Department puter Science)
Dr. H. A. Müller, Supervisor (Department puter Science)
Dr. M. Storey, Department Member (Department puter Sci