作者: Linda C. Van Der Gaag , Marek J. Druzdzel
DOI:
关键词: Probability distribution 、 Encoding (memory) 、 Artificial intelligence 、 Mathematics 、 Domain (software engineering) 、 Machine learning 、 Joint probability distribution 、 State (computer science) 、 Obstacle 、 Canonical form 、 Probabilistic logic
摘要: Although the usefulness of belief networks for reasoning under uncertainty is widely accepted, obtaining numerical probabilities that they require still perceived a major obstacle. Often not enough statistical data available to allow reliable probability estimation. Available information may be directly amenable encoding in network. Finally, domain experts reluctant provide probabilities. In this paper, we propose method elicitation from expert non-invasive and accommodates whatever probabilistic willing state. We express all information, whether qualitative or quantitative nature, canonical form consisting (in) equalities expressing constraints on hyperspace possible joint distributions. then use derive second-order distributions over desired