2012
DOI: 10.1016/j.trb.2011.10.008
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Calculating errors for measures derived from choice modelling estimates

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Cited by 112 publications
(57 citation statements)
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“…Even if the covariance estimates agree, there is still the problem of producing confidence regions for complex functions of the model parameters. Daly, Hess, and de Jong (2012) show that it is quite complicated to get valid confidence intervals for relatively simple functions of the underlying parameters such as willingness to pay measures. Their methods would be very difficult to implement for the policy simulations in Tables 3 and 4 or the predictions in Tables 6 and 7.…”
Section: Modelmentioning
confidence: 99%
“…Even if the covariance estimates agree, there is still the problem of producing confidence regions for complex functions of the model parameters. Daly, Hess, and de Jong (2012) show that it is quite complicated to get valid confidence intervals for relatively simple functions of the underlying parameters such as willingness to pay measures. Their methods would be very difficult to implement for the policy simulations in Tables 3 and 4 or the predictions in Tables 6 and 7.…”
Section: Modelmentioning
confidence: 99%
“…The latter two measures were calculated using the Delta method, which, as discussed by Daly et al (2010), is an exact method rather than an approximation. The use of effects coding for some attributes has consequences for their associated monetary valuations.…”
Section: Monetary Valuationsmentioning
confidence: 99%
“…Given the estimated values of the βs, the value of congestion was calculated as the ratio between the estimates of the parameters β congt and β fft , while, for comparison, reliability was calculated as the ratio between the estimates of the parameters β trel and β fft and the ratio between the estimate of β trel and the combination of β fft and β congt for the average level of congestion conglev [i.e., (1 − conglev) · (β fft + conglev β congt )], where conglev is the percentage of congested travel time with respect to the total travel time. Because the values were distributed, the mean, standard deviations, and confidence intervals were calculated analytically, as illustrated by Daly et al (23).…”
Section: Route Choice Modelmentioning
confidence: 99%