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Abstract / Description of output
Human beliefs change, but so do the concepts that underpin them. The recent Abduction, Belief Revision and Conceptual Change (ABC) repair system combines several methods from automated theory repair to expand, contract, or reform logical structures representing conceptual knowledge in artificial agents. In this paper we focus on conceptual change: repair not only of the membership of logical concepts, such as what animals can fly, but also concepts themselves, such that birds may be divided into flightless and flying birds, by changing the signature of the logical theory used to represent them. We offer a method for automatically evaluating entrenchment in the signature of a Datalog theory, in order to constrain automated theory repair to succinct and intuitive outcomes. Formally, signature entrenchment measures the inferential contributions of every logical language element used to express conceptual knowledge, i.e., predicates and the arguments, ranking possible repairs to retain valuable logical concepts and reject redundant or implausible alternatives. This quantitative measurement of signature entrenchment offers a guide to the plausibility of conceptual changes, which we aim to contrast with human judgements of concept entrenchment in future work.
Original language | English |
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Title of host publication | Proceedings of the Ninth Annual Conference on Advances in Cognitive Systems |
Publisher | Cognitive Systems Foundation |
Number of pages | 17 |
Publication status | Published - 18 Nov 2021 |
Event | The Ninth Annual Conference on Advances in Cognitive Systems - Virtual Duration: 15 Nov 2021 → 18 Nov 2021 http://www.cogsys.org/conference/2021/ |
Conference
Conference | The Ninth Annual Conference on Advances in Cognitive Systems |
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Abbreviated title | ACS 2021 |
Period | 15/11/21 → 18/11/21 |
Internet address |
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Dive into the research topics of 'Signature Entrenchment and Conceptual Changes in Automated Theory Repair'. Together they form a unique fingerprint.Projects
- 1 Finished
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The integration and interaction of multiple mathematical Reasoning Processes
Bundy, A., Aspinall, D., Colton, S., Fleuriot, J., Gow, J., Grov, G., Ireland, A., Jackson, P., Mcneill, F., Michaelson, G. & Smaill, A.
1/11/15 → 31/10/19
Project: Research