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Stefan?KassbergerEmail author Rüdiger?Kiesel 《Financial Markets and Portfolio Management》2006,20(4):472-491
This paper examines the empirical properties of hedge fund returns and proposes a fully parametric model capable of adequately
describing both univariate and multivariate return properties. The suggested model is based on the multivariate extension
of the Normal Inverse Gaussian (NIG) distribution and will be shown to be capable of capturing the characteristic distributional
features of hedge fund returns. Drawing on recent research in the area of Generalized Hyperbolic distributions and their calibration,
we will elaborate on the application of the NIG-model for risk management purposes, and highlight the differences between
the NIG and the Gaussian model.
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In this paper, we shall propose a useful approach to evaluate concretely the MEMM (minimal entropy martingale measure) for
the typical geometric Lévy processes such as compound Poisson, stable, VG (Variance Gamma), CGMY (Carr-Geman-Madan-Yor), NIG
(Normal Inverse Gaussian), etc. In addition, we shall estimate the parameters of geometric Lévy processes and value the European
call option and Asian call option using the Nikkei financial data. 相似文献
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Apparent scaling 总被引:2,自引:0,他引:2
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Natural gas spot prices and temperatures have been studied in detail in the literature as separate processes. We propose a simple joint model that, in spite of its parsimony, describes accurately many stylized facts of the two time series: in particular we show the role played by a time-delay parameter in order to take into account the impact of temperature forecast in cross-dependency. We discuss in detail a stepwise procedure in order to calibrate model parameters, describing the elementary estimation techniques involved and the statistical accuracy achieved. In the analysis, we focus on the benchmark market in the USA (Henry Hub) and the temperatures in the Northeast and Midwest regions; we observe a negative, statistically significant, gas-temperature correlation in the cold season. 相似文献
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