
Michael Rockinger
Use attributes for filter ! | |
Gender | Male |
---|---|
Age | 63 |
Date of birth | March 12,1961 |
Zodiac sign | Pisces |
H index | 31 |
Citations | 6,702 |
Affiliations | University Of Lausanne |
Interests | Finance |
Date of Reg. | |
Date of Upd. | |
ID | 1687444 |
Financial Modeling Under Non-Gaussian Distributions
Investments
Conditional Volatility, Skewness, and Kurtosis: Existence and Persistence
Volatility Clustering, Asymmetry and Hysteresis in Stock Returns: International Evidence
Reading the Smile: The Message Conveyed by Methods which Infer Risk Neutral Densities
The Devil's Horns: A Problem with the Densities of AR Statistics
Volatility Indices for the French Financial Market
A Time Varying Parameter Model to Test for Predictability and Integration in Stock Markets of Transition Economies
Entropy Densities: With an Application to Autoregressive Conditional Skewness and Kurtosis
The Tail Behavior of Stock Returns: Emerging Versus Mature Markets
Determinants of Capital Flows to Mutual Funds
On Stock Market Returns and Returns on Investment
Conditional Dependency of Financial Series: An Application of Copulas
Conditional Volatility, Skewness and Kurtosis: Existence and Persistence
Investments
Conditional Volatility, Skewness, and Kurtosis: Existence and Persistence
Volatility Clustering, Asymmetry and Hysteresis in Stock Returns: International Evidence
Reading the Smile: The Message Conveyed by Methods which Infer Risk Neutral Densities
The Devil's Horns: A Problem with the Densities of AR Statistics
Volatility Indices for the French Financial Market
A Time Varying Parameter Model to Test for Predictability and Integration in Stock Markets of Transition Economies
Entropy Densities: With an Application to Autoregressive Conditional Skewness and Kurtosis
The Tail Behavior of Stock Returns: Emerging Versus Mature Markets
Determinants of Capital Flows to Mutual Funds
On Stock Market Returns and Returns on Investment
Conditional Dependency of Financial Series: An Application of Copulas
Conditional Volatility, Skewness and Kurtosis: Existence and Persistence