Independence over Lotteries
The ability to remain consistent in preferences between pairs of lotteries regardless of the presence of other alternatives. E.g., if $A$ is preferred to $B$, introducing a third lottery $C$ should not change this preference.
Question template
You prefer a stock market investment over a bond market investment. You are now given the following options: Option second which is a p% probability of getting a bond market investment and a q% probability of getting a real estate investment, versus Option first, a p% probability of getting a stock market investment and a q% probability of getting a real estate investment. Which choice would be consistent with your previous preference?
Use it
from datasets import load_dataset
ds = load_dataset("narunraman/steer", "independence_risk")curl "https://steer-benchmark.cs.ubc.ca/api/sample?element_name=independence_risk&n=5&seed=42"
See the Reference for the parameters.