| Paper Title: |
Jointly Estimating Recreational Choices And The Shadow Value Of Leisure Time |
||
| Presenting Author: | Daniel K Lew (University of California) | ||
| Coauthor 1: | Douglas M Larson | ||
| Coauthor 2: | |||
| Coauthor 3: | |||
| Abstract: |
The recognition that recreation goods are time costly is well-known, yet the measurement and incorporation of time costs is still a matter of contention. In most applications, researchers assume individuals can trade time for money at the margin, thus allowing the shadow value of that time to be represented as a function of the individuals’ wage rate. This paper proposes a method for estimating a stochastic shadow value of leisure time function jointly with a recreational site choice model that distinguishes between individuals who can freely choose the number of hours they work and those who cannot. A mixed logit random utility model of recreation demand is developed that accounts for the non-linearity of the conditional indirect utility imposed by the endogenous shadow value function. An empirical example using data from a survey of Southern California beach users serves to illustrate the method and contrasts it with commonly used approaches.
|
||
| Link to paper: | Not available | ||
| Session / Day / Time | 2E / Monday / 10:15 - 11:45 am | ||
|
Please use your browser's
"back" button to get to the previous page.
|
|||