Information Asymmetry
Also known as: Lemons Problem
Akerlof's account of market failures from unequal information distribution.
Information asymmetry refers to situations where parties to a potential transaction possess different information about a good, action, or state of the world, leading to inefficient outcomes that the standard competitive model cannot deliver. George Akerlof's 1970 'Market for Lemons' demonstrated that asymmetric information about used-car quality could cause the entire market to unravel — high-quality cars are withdrawn, leaving only lemons, leading buyers to discount further, and so on. The framework distinguishes adverse selection (hidden information at contracting) from moral hazard (hidden action after contracting) and motivated subsequent work by Spence on signaling and Stiglitz on screening, with the trio sharing the 2001 Nobel Prize. Institutional responses — warranties, certifications, inspections, and reputation mechanisms — typically prevent the most extreme unraveling predictions but the framework remains foundational for understanding insurance, labor, financial, and used-goods markets.
Core components
- Adverse selection (hidden information at contracting)
- Moral hazard (hidden action after contracting)
- Market unraveling
- Screening (uninformed party action) vs signaling (informed party action)
- Pooling vs separating equilibria
- Lemons discount
Primary use case
Foundation for analysis of insurance markets, credit markets, used-goods markets, labor markets, and many regulatory regimes; basis for understanding many market failures and the institutions that arise to address them.
Common criticisms
- Extreme model predictions of complete unraveling rarely materialize empirically because institutional responses (warranties, certifications, reputation) emerge to address asymmetry
- assumes full Bayesian rationality and rational expectations
- the boundary between adverse selection and moral hazard is sometimes hard to draw cleanly in practice.
Lineage
- Parent of
- Signaling Theory
- Siblings
- Signaling Theory, Principal-Agent Problem