The idea of a surprise is developed from that of a p-event. It is compared with probabilistic ideas of expected and unexpected, and an algebra of surprises is shown to contain elementary probability algebra as a trivial case. Some indication is given of how the ideas might be used to deal with problems of ‘low risk with disastrous consequences’—such as the dangers associated with atomic power stations.
Get full access to this article
View all access options for this article.
References
1.
AtkinR H, 1972“Multidimensional structure in the game of chess”International Journal of Man-Machine Studies4341–362
2.
AtkinR H, 1974aMathematical Structure in Human Affairs (Heinemann Educational Books, London)
3.
AtkinR H, 1974b“An approach to structure in architectural and urban design. 1. Introduction and mathematical theory”Environment and Planning B156–67
4.
AtkinR H, 1975“An approach to structure in architectural and urban design. 3. Illustrative examples”Environment and Planning B221–57
5.
AtkinR H, 1976“Positional play in chess by computer” in Advances in Computer Chess I Ed. ClarkeM (Edinburgh University Press, Edinburgh) pp 60–73
6.
AtkinR H, 1977Combinatorial Connectivities in Social Systems (Birkhauser, Basel)
7.
AtkinR H, 1978a“Decision making as an Event Search: traffic on a multi-dimensional structure” mimeograph, Department of Mathematics, University of Essex, Colchester, Essex
8.
AtkinR H, 1978b“Time as a pattern on a multi-dimensional structure”Journal of Biological Structures1281–295
9.
AtkinR H, 1981Multi-dimensional Man (Penguin, Harmondsworth, Middx)