We study a sealed-bid auction between two bidders with asymmetric independent private values. The two bidders own asymmetric shares in a partnership. The higher bidder buys the lower bidderʼs shares at a per-unit price that is a convex combination of the two bids. The weight of the lower bid is...

This paper studies different rules in dissolving a common value partnership where one partner holds proprietary information. In winner's bid auction (WBA) and loser's bid auction (LBA), there exists a unique mixed strategy equilibrium. ``Payoff equivalence'' is established in the sense that...

We experimentally compare two partnership dissolution mechanisms, the widely-used buy–sell clause and the winner’s bid auction. While standard theory does well in organizing many laboratory patterns, it does not easily capture that many subjects bid valuations, especially in the buy–sell...

We analyse a common value, alternating ascending bid, first price auction as a repeated game of incomplete information where the bidders hold equal property rights to the object auctioned off. Consequently they can accept (by quitting) or veto any proposed settlement. We characterise the...

We study the problem of dissolving an equal-entitlement partnership when the objective is to minimize maximum regret. We initially focus on the family of linear-pricing mechanisms and derive regret-optimizing strategies. We also demonstrate that there exist linear-pricing mechanisms satisfying...

We study the problem of dissolving a partnership when agents have unequal endowments. Agents bid on the price of the entire partnership. The highest bidder is awarded the partnership and buys out her partners' shares at a per-unit price that is a function of the two highest bids. We show that...

This paper provides a game theoretic model of price formation and order placement decisions in a dynamic limit order market. Investors can choose to post limit orders or to submit market orders. Limit orders result in better execution prices but face a risk of non-execution and a winner’s...

We study a general model of common-value second-price auctions with differential information. We show that one of the bidders has an inform tion advantage over the other bidders if and only if he possesses dominantstrategy. A dominant strategy is in fact unique and is given by the conditional...

A new method is proposed for the analysis of first price and all pay auctions, where bidding functions are written not as functions of values but as functions of the rank or quantile of the bidder’s value in the distribution from which it was drawn. This method gives new results in both...

In a general model of common-value second-price auctions with differential information, we show equivalence between the following characteristics of a bidder: (i) having a dominant strategy; (ii) possessing superior information; (iii) being immune from winner's curse. When a dominant strategy...