2004
DOI: 10.1057/palgrave.fsm.4770142
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Method and tools for insurance price and revenue optimisation

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Cited by 10 publications
(6 citation statements)
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“…which corresponds to the situation where the choice P * = P would produce a negative bias (under-pricing). The calculation of π * ,KL (x) assigns a higher premium to policyholders with covariates X = x such that µ(x, D) is more volatile, as can be seen in approximation (17) below. This represents policies for which lack of information on discriminatory covariates matters more, in the sense that there is a higher sensitivity to the uncertainty induced by not using the discriminatory factor D. One can thus view the bias correction in π * ,KL (x) as an implicit discriminationfree risk load.…”
Section: Attribution Of Total Portfolio Premium To Individual Policiesmentioning
confidence: 99%
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“…which corresponds to the situation where the choice P * = P would produce a negative bias (under-pricing). The calculation of π * ,KL (x) assigns a higher premium to policyholders with covariates X = x such that µ(x, D) is more volatile, as can be seen in approximation (17) below. This represents policies for which lack of information on discriminatory covariates matters more, in the sense that there is a higher sensitivity to the uncertainty induced by not using the discriminatory factor D. One can thus view the bias correction in π * ,KL (x) as an implicit discriminationfree risk load.…”
Section: Attribution Of Total Portfolio Premium To Individual Policiesmentioning
confidence: 99%
“…Once the demand elasticities have been estimated, a profit maximizing pricing policy can be established in a practice referred to as price optimization, see e.g. Krikler et al [17]. Within that context, Guelman and Guillén [14] apply methods from causal inference to estimate demand elasticity functions from observational data collected by an insurer.…”
Section: Introductionmentioning
confidence: 99%
“…They present a dynamic pricing model that can be applied in a manufacturing environment and led to the insight that dynamic pricing is a useful lever to reduce demand variability. Another approach indirectly related to dynamic pricing and price elasticities is undertaken by Krikler et al, who introduces the emerging field of demanddriven insurance price and revenue optimization [18].…”
Section: Introductionmentioning
confidence: 99%
“…For example, financially sophisticated (usually richer) customers are generally perceived as more 25 In March 2011, in the case of Association Belge des Consommateurs Test-Achats and Others vs. Conseil des ministres, the European Court of Justice ruled that risk-based gender variations in insurance prices would no longer be permitted for new policies sold in the European Union after 21 December 2012. 26 In a logistic regression for renewal probability at one motor insurer, Krikler et al (2004) report a statistically significant coefficient of 1.14 for logarithm of policyholder age. Israel (2005) reports that the probability of non-renewal of a motor insurance policy at one year's and five year's duration are 10 per cent and 6.5 per cent respectively, for one insurer in Georgia, U.S.…”
Section: Special Issues In Insurance Marketsmentioning
confidence: 99%