Prospect theory: reference points and loss aversion
The one place the book gives a formal model.
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The reference point defines gain and loss
The same thousand can be 'I had two thousand and am down to one' or 'I had nothing and now have one thousand'. Prospect theory defines evaluation over changes relative to a baseline rather than over total wealth, and that baseline is the reference point. This is the model's hinge: as long as the baseline can be moved from outside, the same objective outcome can be scored as a gain or as a loss.
The loss side is steeper
The value function is asymmetric around the reference point, and Kahneman and Tversky named that asymmetry loss aversion. Its place in the argument is specific: it explains why people refuse symmetric bets, and it does not explain their risk attitude on either side — that is set by curvature. Running the two properties together is the book's most frequent misreading, and the worked example below takes it apart.
From the reference point to 'framing can flip a choice'
What is being derived is the model's strongest prediction: change the wording without changing the outcomes and the majority choice flips.
Loss aversion is not risk aversion
Cracks in this framework
The reference point as a preregistrable test
The mechanism under test: an outcome, through being converted into a gain or loss relative to a baseline, changes the value assigned to it.