衍生品的统计性质:期限结构之旅

D. Lautier, F. Raynaud
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引用次数: 21

摘要

本文对13个商品和金融资产衍生品市场进行了实证研究。该研究超越了统计分析,将期限作为1998年至2010年期货合约日收益的变量,并将交割日期最长为120个月。我们观察到,商品的均值和方差在成熟度维度上遵循标度行为,具有指数特征的萨缪尔森效应。根据到期日对概率分布尾部的比较表明,在Levy稳定区域上方的肥尾指数期限结构中存在分割。最后,我们计算了每个期限的平均尾部指数,并观察了衍生品市场的两种极端事件,这让人想起了在第18个交割月出现急剧过渡的阶段图。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Statistical Properties of Derivatives: A Journey in Term Structures
This article presents an empirical study of 13 derivative markets for commodities and financial assets. The study goes beyond statistical analysis by including the maturity as a variable for the daily returns of futures contracts from 1998 to 2010, and for delivery dates up to 120 months. We observe that the mean and variance of the commodities follow a scaling behavior in the maturity dimension with an exponent characteristic of the Samuelson effect. The comparison between the tails of the probability distribution according to the expiration dates shows that there is a segmentation in the fat tails exponent term structure above the Levy stable region. Finally, we compute the average tail exponent for each maturity, and we observe two regimes of extreme events for derivative markets, reminiscent of a phase diagram with a sharp transition at the 18th delivery month.
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