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Prior Probabilities of Allen Interval Relations over Finite Orders
Vogel, Carl; Fernando, Rafael
The probability that intervals are related by a particular Allen relation is calculated relative to sample spaces ?n given by the number n of, in one case, points, and, in another, interval names. In both cases, worlds in the sample space are assumed equiprobable, and Allen relations are classified as short, medium and long, according to the number of shared borders.
Keyword(s): Allen Interval Relations; Probabilities; Events; Digital Engagement; Digital Humanities; Computational Linguistics; TEMPORAL DYNAMICS; finite state temporality; temporality
Publication Date:
2019
Type: Conference item
Peer-Reviewed: Yes
Language(s): English
Institution: Trinity College Dublin
Citation(s): Tim Fernando and Carl Vogel, Prior Probabilities of Allen Interval Relations over Finite Orders, Proceedings of the 11th International Conference on Agents and Artificial Intelligence - Volume 2: NLPinAI,, Prague, Czech Republic, 2019, 952-961
Alternative Title(s): Proceedings of the 11th International Conference on Agents and Artificial Intelligence - Volume 2: NLPinAI,
First Indexed: 2019-05-05 06:12:26 Last Updated: 2020-10-30 07:56:27