Social choice theory critically assesses and rationally designs economic mechanisms for improving human well-being. Kotaro Suzumura—one of the world’s foremost thinkers in social choice theory and welfare economics—fuses abstract ideas with real-world economies to examine foundational...

Consider a Bertrand model in which each firm may be inactive with aknown probability, so the number of active firms is uncertain. Thissimple model has a mixed-strategy equilibrium in which industryprofits are positive and decline with the number of firms, the samefeatures which make the Cournot...

Why do people have ambiguity aversion, preferring, a gamble with a 50% chance of success to one whose expected probability of success is 50% but where that 50% is an unbiased estimate? The answer modelled here, in the spirit of the career concerns literature, is learning: a risk-averse person...

Many observers suggest that American citizens sue more readily than citizens elsewhere, and that American judges shape society more powerfully than judges elsewhere. We examine the problems involved in exploring these questions quantitatively. The data themselves indicate that American law’s...

Under the doctrine of shareholder primacy, the duty of a corporate director is to act for the benefit of the shareholders. This is not the same as profit maximization. It is only the same if shareholders care about profit and nothing else. The current Hobby Lobby case regarding a corporation’s...

Antitrust scholars have come to accept the basic ideas about exclusive dealing that Bork articulated in The Antitrust Paradox. Indeed, they have even extended his list of reasons why exclusive dealing can promote economic efficiency. Yet they have also taken up his challenge to explain how...

The Klein-Leffler model explains how the benefit of future reputation can induce firms to produce high quality experience goods, either in a monopoly or an industry with competing firms. We show that reputation can be leveraged across products, but only by a firm with a monopoly on at least one...

We show that if and only if a real-valued function f is strictly quasiconcave except possibly for a at interval at its maximum, and furthermore belongs to an explicitly determined regularity class, does there exist a strictly monotonically increasing function g such that g o f is strictly...