We consider a simple two-period model with irreversible investment with strategic interactions. In this setup, we try to extend the concept of the quasi-option value (QOV) by Arrow and Fisher (1974), Henry (1974), Fisher and Hanemann (1987) and Hanemann (1989) to a game-theoretic situation. In...

We consider a collective model of a household in which each member has a utility function satisfying the weak separability condition. We show that the separability at the individual level carries over to the household level and that the allocation of private goods in any Pareto-efficient...

Exploiting unique panel data that include direct measurements of resource allocation within households, we investigate the impact of childbirth on intrahousehold allocation for married Japanese couples. Based on a collective model of the household, and assuming weak separability, we develop...

We investigate how childbirth affects intrahousehold resource allocation for married Japanese couples. We develop reduced-form and structural-form specifications from a unified theoretical framework. Under a weak set of assumptions, we can focus on private goods to track the changes in...

We extend the Arrow-Fisher-Hanemann-Henry (AFHH) and Dixit-Pindyck (DP) option values to game situations. By reinterpreting the AFHH option value as a change in the surplus from conservation because of the prospect of future information, we deal with the conceptual difficulty associated with the...

This paper considers the prediction estimator as an efficient estimator for the population mean. The study may be viewed as an earlier study that proved that the prediction estimator based on the iteratively weighted least squares estimator outperforms the sample mean. The analysis finds that a...

It is costly to collect the household- and individual-level data that underlies official estimates of poverty and health. For this reason, developing countries often do not have the budget to update their estimates of poverty and health regularly, even though these estimates are most needed...