下方资本资产定价模型及其实证分析

近30多年来,CAPM在广泛应用的同时也备受学者和实践者的争议,主要是方差作为计量风险的指标越来越受到质疑。文章以半方差作为计量风险的指标,得到建立在均值—半方差理论上的一个均衡定价模型———下方资本资产定价模型(D-CAPM),并以上海股票市场为例实证研究D-CAPM的优越性。     

风险，创新激励政策中被忽视的关键要素

创新是经济持续增长的核心动力,鼓励创新是各国国家创新战略的关键.现行的创新相关政策忽视了如何从风险管理的角度,系统地控制和分散从事创新活动的参与者所面临的风险.本文试图从这个被人忽视的视角,探讨如何鼓励人们进行自主创新的逻辑框架;并对相关理论研究假设进行了实证检验,以期为政府决策者提供新思路.     

The Effectiveness of Risk Scores: the Logit Rank Plot

A risk score s for event E is a function of covariates with the property that P ( E | s ) is an increasing function of s . Motivated by applications in medicine and in criminology, we suggest the logit rank plot as a good way of summarizing the effectiveness of such a score. Explicitly, plot logit{ P ( E | s )} against logit( r ), where r is the proportional rank of s in a sample or population. The slope of this plot gives an overall measure of effectiveness, and the logit rank transformation provides a common basis on which different risk scores can be compared. Some practical and theoretical aspects are discussed.     

Intraday Serial Correlation,Volatility, and Jump: Evidence from China's Stock Market

In this article, we investigate the relationships among intraday serial correlation, jump-robust volatility, positive and negative jumps based on Shanghai composite index high frequency data. We implement variance ratio test to quantify intraday serial correlation. We also measure the continuous part of realized volatility using jump-robust MedRV estimator and disentangle positive and negative jumps using Realized Downside Risk Measure and Realized Upside Potential Measure proposed by Bi et al., (2013 Bi, T., Zhang, B., Wu, H. (2013). Measuring downside risk using high frequency data–realized downside risk measure. Communications in Statistics–Simulation and Computation 42(4):741–754.[Taylor &; Francis Online], [Web of Science ®] , [Google Scholar]). We find that intraday serial correlation are positively correlated with jump-robust volatility and negatively correlated with negative jumps which confirm the LeBaron effect.     

国际利率水平决定的数量论证及其风险的衡量

从80年代的墨西哥和巴西等拉美发展中国家发生的严重债务危机,到今天震撼欧洲的货币金融风波,可谓一波未平、一波又起。如何有效地回避国际金融风险已成为目前世界各国迫切需要解决的重大课题。本文首先就国际利率水平变动的范围作一严格的、理论上的界定;然后给出两个度量国际利率风险的计算公式,从而,为受资国准确计算国际利率风险,以便有效地回避或降低国际利率风险提供一条可择途径。     

A measure of disclosure risk for microdata

Summary. Protection against disclosure is important for statistical agencies releasing microdata files from sample surveys. Simple measures of disclosure risk can provide useful evidence to support decisions about release. We propose a new measure of disclosure risk: the probability that a unique match between a microdata record and a population unit is correct. We argue that this measure has at least two advantages. First, we suggest that it may be a more realistic measure of risk than two measures that are currently used with census data. Second, we show that consistent inference (in a specified sense) may be made about this measure from sample data without strong modelling assumptions. This is a surprising finding, in its contrast with the properties of the two 'similar' established measures. As a result, this measure has potentially useful applications to sample surveys. In addition to obtaining a simple consistent predictor of the measure, we propose a simple variance estimator and show that it is consistent. We also consider the extension of inference to allow for certain complex sampling schemes. We present a numerical study based on 1991 census data for about 450 000 enumerated individuals in one area of Great Britain. We show that the theoretical results on the properties of the point predictor of the measure of risk and its variance estimator hold to a good approximation for these data.     

Statistical Inference for a Relative Risk Measure

ABSTRACT

For monitoring systemic risk from regulators’ point of view, this article proposes a relative risk measure, which is sensitive to the market comovement. The asymptotic normality of a nonparametric estimator and its smoothed version is established when the observations are independent. To effectively construct an interval without complicated asymptotic variance estimation, a jackknife empirical likelihood inference procedure based on the smoothed nonparametric estimation is provided with a Wilks type of result in case of independent observations. When data follow from AR-GARCH models, the relative risk measure with respect to the errors becomes useful and so we propose a corresponding nonparametric estimator. A simulation study and real-life data analysis show that the proposed relative risk measure is useful in monitoring systemic risk.     

商业银行操作风险的度量与资本需求模型

目前,商业银行操作风险的度量大都是在操作风险损失数据的分布假定下、根据VaR风险度量方法给出资本需求（风险准备金）,这一理论方法的基础是假定分布。然而商业银行操作风险的准备金往往又是一个基本确定的数值或需求区间,这就给风险准备金提出了比较严格的要求,否则将为商业银行操作带来一定的风险隐患。故根据分区多目标风险方法度量操作风险,并在此基础上根据信息熵的理论给出最优的资本需求（风险准备金）及其模型,其方法的优点是灵活简单,但要求初始密度函数的极值分布收敛于耿贝尔类型。为此给出实证分析,以说明两者之间的关系,这一理论方法可以为监管部门的管理提供一定程度的参考。     

Time-Varying Systemic Risk: Evidence From a Dynamic Copula Model of CDS Spreads

This article proposes a new class of copula-based dynamic models for high-dimensional conditional distributions, facilitating the estimation of a wide variety of measures of systemic risk. Our proposed models draw on successful ideas from the literature on modeling high-dimensional covariance matrices and on recent work on models for general time-varying distributions. Our use of copula-based models enables the estimation of the joint model in stages, greatly reducing the computational burden. We use the proposed new models to study a collection of daily credit default swap (CDS) spreads on 100 U.S. firms over the period 2006 to 2012. We find that while the probability of distress for individual firms has greatly reduced since the financial crisis of 2008–2009, the joint probability of distress (a measure of systemic risk) is substantially higher now than in the precrisis period. Supplementary materials for this article are available online.     

基于EVT-POT-SV模型的极值风险度量

金融市场常受各种因素的影响造成剧烈波动,资产收益也会因此产生异常变化。针对金融资产收益的厚尾性、波动的异方差性等特征,采用基于Markov链的Monte Carlo模拟积分方法,对随机波动模型进行参数估计并取得标准残差序列,应用极值理论与随机波动模型相结合,建立了基于EVT-POT-SV的动态VaR模型。通过对上证综指收益做实证分析,结果表明：该模型能很好地刻画收益序列的波动性及尾部分布特征,在度量上证综指收益的风险方面更加合理而有效。     

基于周内多重分形波动率的基金投资风格漂移风险测度研究

基金发生投资风格漂移是把双刃剑，在获得短期超额收益时，也隐藏着巨大的风格漂移风险。本文首先以我国79只开放式股票型基金为样本，在量化投资风格漂移的基础上，分析发现其收益序列存在多重分形特征，据此构建周内多重分形波动率测度来刻画投资风格漂移收益的复杂波动特征，并与传统的GARCH族波动率计量模型的测度能力进行比较分析，实证结果发现本文构建的周内多重分形波动率测度更加精确，能更好刻画序列的复杂波动特征；然后，进一步构建MFVW VaR模型对基金投资风格漂移风险进行量化测度，发现该模型比传统的参数与非参数VaR模型能更好地对风格漂移风险进行有效测度，基金普遍存在较大的风格漂移风险；最后，对我国开放式股票型基金的产品创新策略与投资风格漂移监管策略进行了一些有益探讨。     

基于熵最大原则的GPD估计与中国股市极值风险测度

POT极值模型参数的准确估计是计算金融资产回报市场风险的关键。根据最大化熵原则（POME）得到POT模型中GPD参数估计方程组,通过回归模型的可决系数法选取阈值,最后将其应用到中国两个时段股市金融风险测度的实证研究中。结果表明：第1、2时段,最优阈值分别为0．01799、0．01801,γ、ξ和β的估计值分别为18．53467、0．14871、0．00802和2．93172、0．03649、0．01258,并得到不同显著性水平下的VaR和ES值,为GPD参数估计找到了一个更科学有效的方法,更为准确计算金融资产回报市场风险提供了新思路,同时也测算了本次国际金融危机对中国股市风险的影响。     

未偿率模型：保险公司风险度量的新方法

本文在借鉴保险公司常用的风险度量方法,如Value at Risk、破产概率以及保单持有人预期亏空等方法的基础上,利用条件尾部期望从保单持有人和保险监管人的角度构造了一个新的风险度量模型—未偿率模型,并对该模型的性质进行了初步讨论。     

基于广义双曲线SV模型的极值风险度量研究

在金融风险的度量中,拟合分布的选取直接影响到风险度量的精度问题。针对金融收益序列的动态变化,在SV模型中引入广义双曲线学生偏t分布(SV-GHSKt)拟合金融收益序列的尖峰厚尾、不对称以及杠杆效应等特征,通过马尔科夫蒙特卡洛模拟的方法将收益率序列转化为标准残差序列,然后用极值理论的POT模型拟合标准残差序列尾部分布,进而建立一种新的金融风险度量模型———基于SV-GHSKt-POT的动态VaR模型。用该模型对上证综合指数做实证研究,结果表明,SV-GHSKt-POT的动态VaR模型能很好地模拟金融收益序列的尖峰厚尾性、波动集聚性及杠杆效应,并且能够合理有效地提高风险测度的精度,尤其在高的置信水平下表现更好。     

保险公司长寿风险度量

本文梳理了几种重要的动态死亡率预测模型,给出了长寿风险度量的三种方法,选取了保险公司及国家统计局公布的人口死亡率数据,度量了保险公司的两类长寿风险,对不同方法下长寿风险的度量结果进行比较,并分析了极限年龄与折现率变动对长寿风险影响的敏感性。研究发现：基于保险公司经营稳健性的视角,第一类长寿风险的度量应采用随机模拟法,第二类长寿风险的度量应采用标准公式法;极限年龄的变动对长寿风险的影响较小,保险公司无上调经验生命表极限年龄的必要;长寿风险对折现率的变动较为敏感,提高折现率,保险公司长寿风险显著降低。     

基于Markov区制转换模型的极值风险度量研究

将马尔科夫区制转换模型与极值理论相结合研究金融风险度量问题.首先用SWARCH-t模型捕捉收益率序列的剧烈波动和结构变换特征,然后将收益序列转化为标准残差序列,在此基础上通过SWARCH-t模型与极值理论相结合拟合标准残差的尾部分布,进而构建基于SWARCH- t- EVT的动态VaR模型,最后对模型的有效性进行检验.研究表明,SWARCH-t-EVT模型能够有效识别上证综指的波动区制特征,且能有效合理地测度上证综指收益风险,尤其在高的置信水平下表现更好.     

中国燃料油期货市场的动态风险评估

期货市场的风险测度是准确评价市场运行效果的前提。中国燃料油期货市场已经运行了5年多,测度其投机风险对于科学的风险管理和建立全面的石油期货市场都具有重要意义。依据中国燃料油期货市场的特点,采用基于t分布和时变方差的动态VaR方法和动态Bayes VaR方法衡量其投机风险。结果表明：燃料油期货市场自运行以来市场内部风险一直处于平稳且略有下降的状态,采用动态方法在测度投机风险时更为稳健和科学。     

CVaR-EVT和BMM在极端金融风险管理中的应用研究

随着风险度量一致性原则的提出,研究发现金融机构广泛采用的VaR模型存在严重不足,尤其针对分布具有厚尾特征的极端金融风险无法有效度量。本文采用极值理论（EVT）解决VaR方法的尾部度量不足问题,利用CVaR-EVT和BMM模型分析美国、香港股票市场和我国沪深两市指数18年的日收益数据,研究发现：（1）在95％置信区间及点估计中,分位数为99%的CVaR-EVT所揭示的极端风险优于VaR的估计值;且BMM方法为实施长期极端风险管理提供了有力决策依据,其回报率受分段时区的影响,期间越长,风险估计值越高;（2）模型采用ML和BS方法统计估值显示,我国股票市场极端风险尾部估计值高于香港和美国市场;但是,国内市场逐步稳定,并呈现出跟进国际市场且差距缩小的发展趋势。     

Risk minimization for an insurer with investment and reinsurance via g-expectation

Abstract

This paper is devoted to the study of a risk-based optimal investment and proportional reinsurance problem. The surplus process of the insurer and the risky asset process in the financial market are assumed to be general jump-diffusion processes. We use a convex risk measure generated by g-expectation to describe the risk of the terminal wealth with investment and reinsurance. Under the aim of minimizing the risk, the problem is solved by using techniques of stochastic maximum principles. Two interesting special cases are studied and the explicit expressions for optimal strategies and corresponding minimal risks are derived.     

我国宏观金融风险测度研究

文章根据统计指标体系的构建原则,建立了由宏观经济环境、银行呆坏账、泡沫、国债和外资冲击在内的宏观金融风险测度指标体系,利用映射法原则将原始指标区间化。然后根据层次分析法确定风险权重,进而构造了我国宏观金融风险测度的理论模型。