9Y7lWYXojkMJs0miXtHxyg==;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Assignment 1 Reflection - 9 May 2023:
- Has your idea of what ontologies are changed? If so, in what way?
- Why has so little progress been made in the development of the Semantic Web?
- Is it a good thing that the World Wide Web Consortium (W3C) has decided on a standard for Semantic Web ontologies, namely OWL? Wouldn't it be better to allow various standards, in the spirit of the Internet?
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Assignment 2 Reflection - 3 June 2023:
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Assignment 3 Reflection - 18 July 2023:
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Assignment 6 and 7 Reflection - 6 November 2023
- See also