35kLcqUNWJwvuVrStfy5uw==;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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