We examine the importance of volatility and jump risk in the time-series prediction of S&P 500 index option returns. The empirical analysis provides a different result between call and put option returns. Both volatility and jump risk are important predictors of put option returns. In contrast, only volatility risk is consistently significant in the prediction of call option returns over the sample period. The empirical results support the theory that there is option risk premium associated with volatility and jump risk, and reflect the asymmetry property of S&P 500 index distribution
The authors examine whether volatility risk is a priced risk factor in securities returns. Zero-bet...
This paper examines the joint time series of the S&P 500 index and near-the-money short-dated op...
We use a novel pricing model to imply time series of diffusive volatility and jump intensity from S&...
We use a novel pricing model to filter times series of diffusive volatility and jump intensity from ...
We use a novel pricing model to filter times series of diffusive volatility and jump intensity from ...
We build a new class of discrete-time models that are relatively easy to estimate using returns and/...
It is well-documented that stock returns have different sensitivities to changes in aggregate volati...
Both volatility and the tail of stock return distributions are impacted by discontinuities or large ...
We study jump variance risk by jointly examining both stock and option markets. We develop a GARCH o...
Both volatility and the tail of the stock return distribution are impacted by discontinuities ( larg...
This paper studies alternative distributions for the size of price jumps in the S&P 500 index. We in...
Jump and volatility risk are important for understanding equity returns, option pricing and asset al...
Investing in the nancial markets bears various types of risks. One of the common risks that most pr...
Growing evidence suggests that extraordinary average returns may be obtained by trading equity index...
This paper examines the relative importance of stochastic volatility and price jumps in option prici...
The authors examine whether volatility risk is a priced risk factor in securities returns. Zero-bet...
This paper examines the joint time series of the S&P 500 index and near-the-money short-dated op...
We use a novel pricing model to imply time series of diffusive volatility and jump intensity from S&...
We use a novel pricing model to filter times series of diffusive volatility and jump intensity from ...
We use a novel pricing model to filter times series of diffusive volatility and jump intensity from ...
We build a new class of discrete-time models that are relatively easy to estimate using returns and/...
It is well-documented that stock returns have different sensitivities to changes in aggregate volati...
Both volatility and the tail of stock return distributions are impacted by discontinuities or large ...
We study jump variance risk by jointly examining both stock and option markets. We develop a GARCH o...
Both volatility and the tail of the stock return distribution are impacted by discontinuities ( larg...
This paper studies alternative distributions for the size of price jumps in the S&P 500 index. We in...
Jump and volatility risk are important for understanding equity returns, option pricing and asset al...
Investing in the nancial markets bears various types of risks. One of the common risks that most pr...
Growing evidence suggests that extraordinary average returns may be obtained by trading equity index...
This paper examines the relative importance of stochastic volatility and price jumps in option prici...
The authors examine whether volatility risk is a priced risk factor in securities returns. Zero-bet...
This paper examines the joint time series of the S&P 500 index and near-the-money short-dated op...
We use a novel pricing model to imply time series of diffusive volatility and jump intensity from S&...