Calculating WTP for attribute bundles mixed logit
Posted: 01 Jan 2025, 18:24
Hi All,
I estimated a mixed logit in WTP space with uncorrelated random parameters. Survey respondents could choose a program alternative or a status quo alternative. The program option has four attributes including a cost attribute. I specify normal distributions for the non-cost attributes and a negative lognormal for the cost attribute. The cost attribute and one of the non-cost attributes are continuous. The other two non-cost attributes are dummy coded. I also include an ASC, which I assume is normally distributed. There are no interactions in the model.
I would like to accomplish two post-estimation tasks:
1) Calculate the mean and sd of WTP for various bundles of the attributes and test for significance.
2) Test for differences in mean WTP for these bundles between different subsamples. (I have estimated separate models for each of the subsamples for comparison.)
Is it appropriate to use the delta method to calculate the measures in (1) or is it better to use the unconditionals for this purpose? Is it appropriate to use a t-test of the unconditionals for (2)?
Thank you!
-Kaylee
I estimated a mixed logit in WTP space with uncorrelated random parameters. Survey respondents could choose a program alternative or a status quo alternative. The program option has four attributes including a cost attribute. I specify normal distributions for the non-cost attributes and a negative lognormal for the cost attribute. The cost attribute and one of the non-cost attributes are continuous. The other two non-cost attributes are dummy coded. I also include an ASC, which I assume is normally distributed. There are no interactions in the model.
I would like to accomplish two post-estimation tasks:
1) Calculate the mean and sd of WTP for various bundles of the attributes and test for significance.
2) Test for differences in mean WTP for these bundles between different subsamples. (I have estimated separate models for each of the subsamples for comparison.)
Is it appropriate to use the delta method to calculate the measures in (1) or is it better to use the unconditionals for this purpose? Is it appropriate to use a t-test of the unconditionals for (2)?
Thank you!
-Kaylee