Abstract
Limit distribution results on realized power variation, that is, sums of absolute powers of increments of a process, are derived for certain types of semimartingale with continuous local martingale component, in particular for a class of flexible stochastic volatility models. The theory covers, for example, the cases of realized volatility and realized absolute variation. Such results should be helpful in, for example, the analysis of volatility models using high-frequency information.
Citation
Ole E. Barndorff-Nielsen. Neil Shephard. "Realized power variation and stochastic volatility models." Bernoulli 9 (2) 243 - 265, April 2003. https://doi.org/10.3150/bj/1068128977
Information