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Econometric analysis of financial derivatives: An overview

机译:金融衍生工具的计量经济学分析:概述

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One of the fastest growing areas in empirical finance, and also one of the least rigorously analyzed, especially from a financial econometrics perspective, is the econometric analysis of financial derivatives, which are typically complicated and difficult to analyze. The purpose of this special issue of the journal on "Econometric Analysis of Financial Derivatives" is to highlight several areas of research by leading academics in which novel econometric, financial econometric, mathematical finance and empirical finance methods have contributed significantly to the econometric analysis of financial derivatives, including market-based estimation of stochastic volatility models, the fine structure of equity-index option dynamics, leverage and feedback effects in multifactor Wishart stochastic volatility for option pricing, option pricing with non-Gaussian scaling and infinite-state switching volatility, stock return and cash flow predictability: the role of volatility risk, the long and the short of the risk-return trade-off, what's beneath the surface? option pricing with multifrequency latent states, bootstrap score tests for fractional integration in heteroskedastic ARFIMA models, with an application to price dynamics in commodity spot and futures markets, a stochastic dominance approach to financial risk management strategies, empirical evidence on the importance of aggregation, asymmetry, and jumps for volatility prediction, non-linear dynamic model of the variance risk premium, pricing with finite dimensional dependence, quanto option pricing in the presence of fat tails and asymmetric dependence, smile from the past: a general option pricing framework with multiple volatility and leverage components, COMFORT: A common market factor non-Gaussian returns model, divided governments and futures prices, and model-based pricing for financial derivatives. (C) 2015 Elsevier B.V. All rights reserved.
机译:经验金融发展最快的领域之一,也是最不严格分析的领域之一,尤其是从金融计量经济学的角度来看,是对金融衍生产品的计量经济学分析,它通常很复杂且难以分析。本期《金融衍生品的计量经济学分析》杂志的特刊旨在重点介绍领先学者的几个研究领域,其中新颖的计量经济学,金融计量经济学,数学金融和实证金融方法为金融计量经济学研究做出了重要贡献衍生品,包括基于市场的随机波动率模型估计,股权指数期权动态的精细结构,多因素Wishart随机波动率对期权定价的影响和反馈效应,具有非高斯比例的期权定价和无限状态转换波动率,股票收益和现金流量的可预测性:波动风险的作用,风险与收益权衡的多头和空头,到底是什么?具有多频潜在状态的期权定价,用于在异方差ARFIMA模型中进行分数积分的Bootstrap评分测试,在商品现货和期货市场中的价格动态应用,对金融风险管理策略的随机支配方法,关于聚合重要性,非对称性的经验证据以及波动率预测,方差风险溢价的非线性动态模型,具有有限维依赖关系的定价,存在肥尾和不对称依赖关系的量子期权定价的跳跃,回避过去:具有多重波动性的通用期权定价框架以及杠杆成分:COMFORT:一种常见的市场因素非高斯收益模型,政府和期货价格分割,以及基于模型的金融衍生产品定价。 (C)2015 Elsevier B.V.保留所有权利。

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