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A practical guide to mean reversion, explaining how prices and indicators tend to return to long‑term averages.
Mean reversion is a financial and statistical concept suggesting that asset prices, economic indicators, or data series tend to move back toward their long-term average over time. It forms the basis of several trading, forecasting, and risk‑management strategies.
Definition
Mean reversion is the tendency of a variable—such as price, return, or volatility—to return to its historical average after deviating from it.
Mean reversion is rooted in the observation that many economic and financial variables experience temporary fluctuations but ultimately drift back toward a long‑term trend or average. In markets, analysts use mean reversion to determine when an asset may be mispriced.
If an asset rises far above its historical average, mean reversion theory suggests it may decline in the future. Conversely, if it falls too far below its average, it may rise again.
However, not all variables revert to the mean—structural changes, shocks, and new market regimes can cause long‑term shifts. Therefore, mean reversion works best in stable environments or for variables with strong historical continuity.
A common model used to express mean reversion is the Ornstein–Uhlenbeck Process:
Xₜ = μ + (Xₜ₋₁ − μ)(1 − θ) + ε
Where:
In stock trading, pairs trading strategies rely on mean reversion. If two historically correlated stocks diverge in price temporarily, traders may buy the undervalued stock and short the overvalued one, expecting prices to realign.
Mean reversion helps investors identify mispriced assets, evaluate volatility, and build quantitative strategies. In economics, it is used to analyse inflation, interest rates, GDP cycles, and commodity prices that tend to normalise after shocks.
No. Structural changes, disruptions, and new market cycles can prevent reversion.
Equities, bonds, commodities, currencies, and volatility products.
How do traders use mean reversion?
To identify overvalued or undervalued positions and structure statistical arbitrage strategies.