Hostname: page-component-74656f9884-c52kr Total loading time: 0 Render date: 2026-11-07T01:09:06.715Z Has data issue: false hasContentIssue false

Bias, guess and expert judgement in actuarial work

Published online by Cambridge University Press:  12 October 2016

Rights & Permissions [Opens in a new window]

Abstract

Expert judgement is frequently used within general insurance. It tends to be a method of last resort and used where data is sparse, non-existent or non-applicable to the problem under consideration. Whilst such judgements can significantly influence the end results, their quality is highly variable. The use of the term “expert judgement” itself can lend a generous impression of credibility to what may be a little more than a guess. Despite the increased emphasis placed on the importance of robust expert judgements in regulation, actuarial research to date has focussed on the more technical or data-driven methods, with less emphasis on how to use and incorporate softer information or how best to elicit judgements from others in a way that reduces cognitive biases. This paper highlights the research that the Getting Better Judgement Working Party has conducted in this area. Specifically, it covers the variable quality of expert judgement, both within and outside the regulatory context, and presents methods that may be applied to improve its formation. The aim of this paper is to arm the insurance practitioner with tools to distinguish between low-quality and high-quality judgements and improve the robustness of judgements accordingly, particularly for highly material circumstances.

Information

Type
Sessional meetings: papers and abstracts of discussions
Copyright
© Institute and Faculty of Actuaries 2016 
Figure 0

Figure 1 The guess universe ranges from low-quality guesses to high-quality expert judgement

Figure 1

Figure 2 A spectrum of judgements and process with increasing sophistication from left to right

Figure 2

Figure 3 The untrained respondents’ data set – the weight being assigned to the internal frequency data in the Bayesian estimator (cf. equation (4)) as well as in the corresponding response provided by the audience. Responses represented by markers located on the right-hand side of the graph reflect responses that assigned a relatively high weight to the internal data

Figure 3

Figure 4 The trained respondents’ data set – weight being assigned to the internal frequency data in the Bayesian estimator as well as in the corresponding response provided by the audience

Figure 4

Figure A1 Geographic spread of responses

Figure 5

Figure A2 Areas ranked most important

Figure 6

Figure A3 Methods used to elicit judgements

Figure 7

Figure A4 Relative experiences of different cognitive biases

Figure 8

Figure A5 Most important research topics/activities for relevance to modelling work

Figure 9

Figure A6 Numbers planning certain activities in the next 12 months to improve expert judgement