This paper explores the hold-up problem between two parties (an entrepreneur and an investor) when one of the parties (the entrepreneur) is unable to commit not to repudiate the initial contract. To mitigate hold-up we allow the parties to stage investments over time and derive the optimal...

We study a market-entry game with a second-mover advantage. In the symmetric equilibrium, there can be a non-monotonic relationship between the probability with which a player will invest (entry) and the length of time until the deadline. Moreover, the probability of investment can move...

This paper explores the hold-up problem between two parties (an entrepreneur and an investor) when one of the parties (the entrepreneur) is unable to commit not to repudiate the initial contract. To mitigate hold-up we allow the parties to stage investments over time and derive the optimal...

We study a market-entry game with a second-mover advantage. In the symmetric equilibrium, there can be a non-monotonic relationship between the probability with which a player will invest (entry) and the length of time until the deadline. Moreover, the probability of investment can move...