The quantitative estimation of future realized volatility using historical price data, implied volatility, and statistical models — providing the "fair value" benchmark against which to measure whether options are overpriced or underpriced and to calculate the edge of any volatility trade.
Practitioner builds at least two independent vol forecasts and triangulates between them: a simple realized vol estimate (e.g., 20-day historical vol as baseline), a GARCH-family model (capturing vol persistence and clustering), and IV as an implied market forecast. The forecast is used to calculate the expected edge of the trade: "The straddle is trading at $10 implied vol; my model says $7 fair vol; my edge is approximately $3/straddle." Forecast accuracy is tracked out-of-sample against realized vol — a practitioner who cannot prove their forecast is better than a naive model should not trade on it.
Market participants spend the majority of research effort forecasting returns (extremely difficult — near-zero autocorrelation) while underinvesting in volatility forecasting (much more tractable — high autocorrelation). A 5-day GARCH forecast of realized vol has substantial predictive power; a 5-day return forecast is barely better than random. The practitioner who has a good vol forecast has a genuine, quantifiable edge that most market participants are not even trying to generate.
Implied volatility contains genuine forward-looking market information but is systematically biased high by the variance risk premium. A practitioner who uses IV directly as their vol forecast will consistently overestimate future realized vol. The correct procedure is to treat IV as a starting point and adjust it downward by the expected VRP for that instrument. The adjusted IV is a better vol forecast than either raw IV or pure historical vol.
GARCH-family models are excellent at forecasting diffusive volatility — the continuous, day-by-day fluctuation that characterizes normal markets. They are designed for this problem and perform well within it. But realized vol during a period containing a major discrete event (earnings miss, geopolitical shock, data release) is dominated by the jump component, which GARCH cannot forecast. Treating a GARCH estimate as a complete vol forecast for any period containing known discrete events dramatically underestimates actual realized vol.