We study equilibria of first- and second-price all-pay auctions with resale when players’ signals are affiliated and symmetrically distributed. We show that existence of resale possibilities introduces an endogenous element to players’ valuations and creates a signaling incentive for players. We characterize symmetric bidding equilibria for both firstand second-price all-pay auctions with resale and provide sufficient conditions for existence of symmetric equilibria. Under our conditions we show that second-price all-pay auctions generate no less expected revenue than first-price all-pay auctions with resale. The initial seller could benefit from publicly disclosing his private information which is affiliated with players’ signals
We study N-bidders, asymmetric all-pay auctions under incomplete information. First, we solve for th...
Three all-pay auction models are examined. The first is a symmetric two-player binary-signal all-pay...
Consider an all-pay auction with interdependent, affiliated valuations and private budget constraint...
We study equilibria of first- and second-price all-pay auctions with resale when players’ signals ar...
In the first chapter, ¡°All-Pay Auctions with Resale¡±, I study equilibria of first- and second-pric...
This paper studies all-pay auctions with resale opportunities within an independent-private-value fr...
In a (first price) all-pay auction, bidders simultaneously submit bids for an item. All players forf...
This paper analyzes all-pay auctions where the bidders have affiliated values for the object for sal...
We analyze all-pay auctions with affiliated values and binary signals. We analyze the unique symmetr...
This paper analyzes all-pay auctions where the bidders have affiliated values for the object for sal...
This paper examines the perfectly discriminating contest (all-pay auction) with two asymmetric playe...
We study \u85rst-price auctions in a model with asymmetric, independent pri-vate values. Asymmetries...
We study equilibria of \u85rst- and second-price auctions with resale in a model with independent pr...
This paper examines a perfectly discriminating contest (all-pay auction) with two asymmetric players...
We analyze symmetric, two-bidder all-pay auctions with interdependent valuations and discrete type s...
We study N-bidders, asymmetric all-pay auctions under incomplete information. First, we solve for th...
Three all-pay auction models are examined. The first is a symmetric two-player binary-signal all-pay...
Consider an all-pay auction with interdependent, affiliated valuations and private budget constraint...
We study equilibria of first- and second-price all-pay auctions with resale when players’ signals ar...
In the first chapter, ¡°All-Pay Auctions with Resale¡±, I study equilibria of first- and second-pric...
This paper studies all-pay auctions with resale opportunities within an independent-private-value fr...
In a (first price) all-pay auction, bidders simultaneously submit bids for an item. All players forf...
This paper analyzes all-pay auctions where the bidders have affiliated values for the object for sal...
We analyze all-pay auctions with affiliated values and binary signals. We analyze the unique symmetr...
This paper analyzes all-pay auctions where the bidders have affiliated values for the object for sal...
This paper examines the perfectly discriminating contest (all-pay auction) with two asymmetric playe...
We study \u85rst-price auctions in a model with asymmetric, independent pri-vate values. Asymmetries...
We study equilibria of \u85rst- and second-price auctions with resale in a model with independent pr...
This paper examines a perfectly discriminating contest (all-pay auction) with two asymmetric players...
We analyze symmetric, two-bidder all-pay auctions with interdependent valuations and discrete type s...
We study N-bidders, asymmetric all-pay auctions under incomplete information. First, we solve for th...
Three all-pay auction models are examined. The first is a symmetric two-player binary-signal all-pay...
Consider an all-pay auction with interdependent, affiliated valuations and private budget constraint...