International audienceThe Meixner distribution is a special case of the generalized z-distributions. Its properties make it potentially very useful in modeling short-term financial returns. This article proposes an algorithm to simulate the Meixner distribution, and shows how to obtain maximum likelihood estimators of its parameters. A GARCH-type model is then assessed, assuming that the innovation distribution is a standardized Meixner. Goodness of fit properties are investigated for some real financial time series, using bootstrap tests based on the empirical process of the residuals
A new algorithm is developed to provide a simulated maximum likelihood estimation of the GARCH diffu...
GARCH-type models have been analyzed assuming various nongaussian dis- tributions of errors. In gen...
Generalized autoregressive conditional heteroskedastic (GARCH) model is a standard approach to study...
International audienceThe Meixner distribution is a special case of the generalized z-distributions....
The Meixner distribution is a special case of the generalized z-distributions. Its properties make i...
The Meixner process is a special type of Levy process which origi-nates from the theory of orthogona...
A method normally used in empirical financial studies to estimate the parameters of a general autore...
In this article, we study goodness of fit tests for some distributions of the innovations which are ...
A method normally used in empirical financial studies to estimate the parameters of a general autore...
In this article, further properties of the Riesz-Bessel distribution are provided. These properties ...
It is a well-known fact that financial returns exhibit conditional heteroscedasticity and fat tails....
The focus of this paper is the use of stable distributions for GARCH models. Such models are applied...
In this paper, we introduce a new distribution, called generalized Gudermannian (GG) distribution, a...
Innovation distributions play significant role in determining the fitness as well as forecasting per...
High frequency data exhibit non-constant variance. This paper models the exhibited fluctuations via ...
A new algorithm is developed to provide a simulated maximum likelihood estimation of the GARCH diffu...
GARCH-type models have been analyzed assuming various nongaussian dis- tributions of errors. In gen...
Generalized autoregressive conditional heteroskedastic (GARCH) model is a standard approach to study...
International audienceThe Meixner distribution is a special case of the generalized z-distributions....
The Meixner distribution is a special case of the generalized z-distributions. Its properties make i...
The Meixner process is a special type of Levy process which origi-nates from the theory of orthogona...
A method normally used in empirical financial studies to estimate the parameters of a general autore...
In this article, we study goodness of fit tests for some distributions of the innovations which are ...
A method normally used in empirical financial studies to estimate the parameters of a general autore...
In this article, further properties of the Riesz-Bessel distribution are provided. These properties ...
It is a well-known fact that financial returns exhibit conditional heteroscedasticity and fat tails....
The focus of this paper is the use of stable distributions for GARCH models. Such models are applied...
In this paper, we introduce a new distribution, called generalized Gudermannian (GG) distribution, a...
Innovation distributions play significant role in determining the fitness as well as forecasting per...
High frequency data exhibit non-constant variance. This paper models the exhibited fluctuations via ...
A new algorithm is developed to provide a simulated maximum likelihood estimation of the GARCH diffu...
GARCH-type models have been analyzed assuming various nongaussian dis- tributions of errors. In gen...
Generalized autoregressive conditional heteroskedastic (GARCH) model is a standard approach to study...