bWWAbIyN1pzdfI8y/zFjZg==;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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