Social Preferences

Essential Questions

  • How do social preferences alter predictions from standard utility maximization?
  • What do experiments like the ultimatum and dictator games reveal?
  • How does the Fehr-Schmidt model quantify fairness concerns?

Overview

Imagine negotiating wages. Classical economics assumes each party maximizes monetary payoff. Yet in the ultimatum game, proposers offer 40–50% of the pie, and responders reject "unfair" low offers even at a cost to themselves. Social preferences—concerns about equity, reciprocity, and altruism—reshape incentives.

In this lesson, you will examine experimental evidence, derive utility functions that incorporate inequality aversion, and apply them to labor markets and public goods provision.

Experiments in Fairness

In the ultimatum game, Player A proposes a split of 1010; Player B accepts or rejects. If B rejects, both get zero. Rational self-interest predicts A offering 11 and B accepting. Reality differs: average offers are around 44 or 55, and offers below 22 are often rejected. The dictator game (where B cannot reject) still yields offers of 20–30%, revealing altruism beyond fear of punishment.

Public goods games show conditional cooperation: contributions increase when others contribute. Gift-exchange experiments reveal workers increasing effort when employers offer higher wages even in the absence of enforcement.

Diagram of the ultimatum game decision tree with typical offer percentages and acceptance thresholds highlighted

Fehr-Schmidt Inequity Aversion

Fehr and Schmidt (1999) model utility as Ui(x)=xiαimax{xjxi,0}βimax{xixj,0},U_i(x) = x_i - \alpha_i \max\{x_j - x_i, 0\} - \beta_i \max\{x_i - x_j, 0\}, where xix_i is player ii's monetary payoff, α\alpha captures disutility from disadvantageous inequality, and β\beta from advantageous inequality. Typically αβ0\alpha \geq \beta \geq 0. In the ultimatum game, a responder rejects an offer giving them xBx_B if xB<(1αB)xAx_B < (1 - \alpha_B) x_A. With αB=0.6\alpha_B = 0.6, offers below 40% of the pie are rejected, matching empirical data.

In labor markets, workers choose effort ee to maximize wc(e)αmax{ww,0}w - c(e) - \alpha \max\{w^* - w, 0\}, where ww^* is a fairness benchmark. Employers anticipating inequity aversion offer higher wages to elicit effort, explaining above-market pay observed in firms with strong cultures.

Policy Implications

Social preferences justify redistribution in ways pure self-interest cannot. Tax compliance improves when individuals perceive funds support fair public goods. Punishment of norm violators in commons dilemmas sustains cooperation. In international negotiations, fairness narratives affect treaty compliance beyond material payoffs.

Designers of platforms, from crowdfunding sites to gig apps, use social features to trigger reciprocity and pro-social contributions. Recognizing social preferences helps you predict when market incentives alone fail and when community norms take over.

Further Reading

The Invisible Handbook

Behavioral economics for smart, curious students.

This independent learning resource is not affiliated with the College Board or any government agency. All lesson content is freely available for classrooms and self-study.

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