We study the Shapley wage function, a wage scheme in which a worker's pay depends both on the number of hours worked and on the output of the firm. We then provide a way to measure the distance of an arbitrary wage scheme to this function in limited datasets. In particular, for a fixed...

We develop a model of optimal lockdown policy for a social planner who balances population health with short-term wealth accumulation. The unique solution depends on tolerable infection incidence and social network structure. We then use unique data on nursing home networks in the United States...

In majoritarian democracies, popular policies may not be inclusive, and inclusive policies may not be popular. This dilemma raises the crucial question of when it is possible to design a policy that is both inclusive and popular. We address this question in the context of vaccine allocation in a...

This study presents a three-stage game demonstrating how consumer demands for products and trees and net-zero emission requirements can affect a firm's incentive to undertake carbon capture, utilization, and storage technology (CCUS) efforts. On the policy front, the regulator sets a combination...

This study presents a three-stage game demonstrating how consumer demands for products and trees and net-zero emission requirements can affect a firm's incentive to undertake carbon capture, utilization, and storage technology (CCUS) efforts. On the policy front, the regulator sets a combination...

We examine whether owners' decisions to delegate responsibilities to overconfident managers improve welfare. We develop a duopoly model with product differentiation, where firms compete in research and development (R&D) and output . Before firms compete, each owner makes a strategic decision...

We derive Bertrand and Cournot equilibria in a differentiated duopoly in which each firm hires a manager to undertake research and development (R&D) and production decisions. We show that manager overconfidence and over-investment occur in each market competition. Furthermore, the Cournot game...