Market Efficiency
Market efficiency asks how fully and quickly security prices incorporate a defined information set and whether abnormal returns remain after risk and trading costs.
Market-efficiency and random-walk concepts for testing whether information or past returns support repeatable abnormal performance after risk and costs.
Market Efficiency and Return Predictability explains what it means for prices to reflect information and what researchers can, and cannot, infer from patterns in historical returns.
Use this branch when evaluating an efficient-market claim, a return anomaly, an event study, a price-predictability test, or an argument for active or passive implementation. These concepts are empirical frameworks, not declarations that every market price is correct or that a discovered pattern is tradable.
| Term | Use it for |
|---|---|
| Market Efficiency | Information sets, weak/semi-strong/strong forms, event studies, abnormal returns, anomalies, and the joint-hypothesis problem. |
| Random Walk Hypothesis | Whether price changes are independent or otherwise unpredictable from past prices under a specified statistical model. |
Market efficiency is an economic hypothesis about information and prices. A random walk is a statistical model for price changes. They are related, but one does not mechanically prove the other.
An efficient market can have time-varying expected returns if compensation for risk changes. A statistical rejection of a strict random walk can reflect market microstructure, changing risk, or a pattern too small to exploit after costs. Likewise, failure to reject a random walk does not prove that all public or private information is already reflected in price.
This branch is educational and does not recommend active trading, passive investing, a security, a fund, or a portfolio strategy.
Choose a subsection first. Deeper term pages live inside each subsection, which keeps large topic hubs readable.
Market efficiency asks how fully and quickly security prices incorporate a defined information set and whether abnormal returns remain after risk and trading costs.
The random walk hypothesis models price changes as independent or otherwise unpredictable from past prices, but it is not identical to market efficiency.