Empirical specification requirements for two-constant models of recreation choice

Two-constraint models are common in recreation-demand analysis because of the important role time can play in consumer choices. Two versions of Rev's identity hold for these models and imply coefficient restrictions on empirical demand functions. The two-constraint restrictions are fully observable and can be expressed in a form analogous to the Slutsky–Hicks equations in single constraint consumer models. Empirical specifications that use full prices and full budgets can be consistent with the two-constraint models, when the marginal value of time is either exogenous or endogenous but models with full prices and money income alone are not.