Generalized Update: Belief Change in Dynamic Settings

IJCAI International Joint Conference on Artificial Intelligence

Volumn 2, Issue , 1995, Pages 1550-1556

  Boutiller, Craig ^a  

^a UNIVERSITY OF BRITISH COLUMBIA   (Canada)

Author keywords

[No Author keywords available]

Indexed keywords

AGENT BELIEFS; BELIEF CHANGE; BELIEF REVISION; DYNAMIC SETTINGS;

EID: 0002618729     PISSN: 10450823     EISSN: None     Source Type: Conference Proceeding    
DOI: None     Document Type: Conference Paper

References (14)

1. Alchourron C Gardenfors P and Makinson D 1985 On the logic of theory change Partial meet contraction and revisioo functions J Symbolic Logic 50-510-530.
2. Bouulier, C 1994a. Abduction to plausible causes An event based model of belief update Artificial Intelligence (in press - see also An Event-Based Abductive Model of Update CSCSl 94 pp 241-248 Banff).
3. Bouulier C 1994b lterated revision and minimal revision ofcondi tional beliefs./Philosophical Logic (in press - sec also Re vision Sequences and Nested Conditionals IJCA1 93 pp.519- 525 Chambery).
4. Bouulier C 1994c Unifying default reasoning and belief revision in a modal framework. Artificial Intelligence 68 33-85.
5. Bouulier C and Becher V 1994 Abduction as belief revision Artificial Intelligence (in press).
6. Friedman N and Halpern I Y 1994 A knowledge-based frame work for belief change part II Revision and update KR 94 pp 190-201 Bonn.
7. Gardenfors, P 1988 Knowledge in Flux Modeling the Dynamics of Epistemic States MIT Press, Cambridge.
8. Goldszmidt, M and Pearl J 1992 Rank based systems A simple approach to belief revision, belief update and reasoning about evidence and acuons, KR 92 pp 661-672 Cambridge.
9. Grove A. 1988 Two modellings for theory change Journal of Philosophical Logic 17 157-170.
10. Katsuno H and Mendelzon A0 1991 On the difference between updating a knowledge database and revising n- KR 91 pp 387- 394, Cambridge.
11. Moore, R. C 1985 A formal theory of knowledge and action Allen, J Hendler J and Talc A. eds Readings in Planning, pp480-519 Morgan Kaufmann 1990.
12. Spohn W 1987 Ordinal conditional functions A dynamic theory of epistemic states Harper W, Skyrms B eds Causaaonin Decision, Belief Change and Statistics pp 105-134 D Reidel.
13. Williams, M-A. 1994 Transmutations of knowledge systems KR 94 pp 619-629 Bonn.
14. Winslett, M 1988 Reasoning about action using a possible models approach AAA! 88 pp 89-93 St. Paul.