Experimental Design
Participants complete a computer-based investment task consisting of three investment periods and a terminal payoff stage. Each participant begins with 100 ECUs and allocates money between one risk-free and one risky asset.
The risk-free asset has a gross return of 1. At each period, the risky asset independently produces an up gross return of 2 or a down gross return of 1/2, each with probability 1/2. Wealth compounds across the three periods. Consequently, earlier allocations affect the money available at later periods, and the task represents a single compounding investment rather than a sequence of separately endowed gambles.
Before any return is realized, participants submit a complete contingency plan. This plan specifies an allocation for the initial decision and for every future state that could arise over the three-period binomial return tree.
After the first return is realized, participants observe which node has been reached. Their previous choices for the still reachable states are displayed as editable defaults, and they can either keep or revise them. The same process is repeated after the second return. After the third return, the terminal wealth associated with the applicable choices is calculated.
Participants are independently assigned with equal probability to the BRIS or MRIS incentive scheme. The primary outcomes concern revisions relative to participants' own prior plans following randomized returns. The incentive scheme comparison is secondary.
All participants receive 10 CHF for completing the experiment. Exactly three participants are randomly selected to receive an additional performance payment based on their decisions, their realized return path, and the rules of their assigned incentive scheme.