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Quantitative Finance · Glossaire

Qu'est-ce que « Volatility clustering, conditional heteroskedasticity » ?

Aussi appelé : volatility clustering · conditional heteroskedasticity

Definition 18.1 Quantitative Methods · Chapitre 18 — Volatility Models

Volatility clustering is the tendency of large returns, of either sign, to follow large returns, and small ones small: squared returns are positively autocorrelated although returns are nearly not. A return series has conditional heteroskedasticity when its variance given the past, ht=Var⁡(rt∣Ft−1)h_t = \Var(r_t \mid \mathcal F_{t-1}), varies over time.

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