vUY1I4l2zeHpbPbfqTyfhQ==;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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