Operational risk quantified with spectral risk measures: a refined closed-form approximation

The quantification of operational risk has become an important issue as a result of the new capital charges required by the Basel Capital Accord (Basel II) to cover the potential losses of this type of risk. In this paper, we investigate second-order approximation of operational risk quantified with spectral risk measures (OpSRMs) within the theory of second-order regular variation (2RV) and second-order subexponentiality. The result shows that asymptotically two cases (the fast convergence case and the slow convergence) arise depending on the range of the second-order parameter. We also show that the second-order approximation under 2RV is asymptotically equivalent to the slow convergence case. A number of Monte Carlo simulations for a range of empirically relevant frequency and severity distributions are employed to illustrate the performance of our second-order results. The simulation results indicate that our second-order approximations tend to reduce the estimation errors to a great degree, especially for the fast convergence case, and are able to capture the sub-extremal behavior of OpSRMs better than the first-order approximation. Our asymptotic results have implications for the regulation of financial institutions, and may provide further insights into the measurement and management of operational risk.     

Economic interpretations of DEA

Research on productive efficiency at the firm level has developed as an important and active strand of research the last decades, both within operations research, management science and economics. Two apparently different definitions of efficiency are examined, but it is shown that when both estimation methods are based on solving linear programming problems the definitions of efficiency are identical. The purpose of the paper is to give the basic ideas of efficiency analyses using DEA as a tool for researchers not so familiar with efficiency analysis and DEA. The concept of shadow prices is given special attention.     

我国粮食产后损失情况概述

本文系统分析了粮食产后各环节损失的原因及损失量,针对相关粮食损失原因及状况,提出了减少粮食产后损失的措施及建议,以期为我国实现节粮减损提供支持。     

乡镇企业发展的困境与思路——赤湖镇乡镇企业发展情况调查

乡镇企业自产生以来就为解决农村富余劳动力,促进农村经济的发展与稳定,及国民经济持续、稳定、快速地发展作出了重大的贡献。但是,随着国民经济进一步向纵深方向发展,乡镇企业自身的缺陷日益显露出来,加之国内外竞争环境发生了深刻变化。这势必影响乡镇企业潜力的充分发挥与健康发展。如何挖掘发展潜力正是当务之急。本文旨在剖析制约乡镇企业发展的深层次因素,借鉴成功范例的经验,谋求其的新发展。     

外资并购我国企业的动因及对经济的影响

随着跨国公司在我国并购活动的日益增多，外资并购给中国经济带来了正面和负面双重影响．为了保护我国民族工业，促进我国经济健康持续地发展，应积极稳妥地利用外资并购，趋利弊害，消除负面影响，拉动经济增长。     

以风险协议为框架的化工措施管理机制探索与实践

以西方经济学中的代理理论为基础．建立了一套以风险协议为框架、对化工措施全过程进行控制的管理机制和相应的保证体系，提高了化工措施现场实施的成功率和有效率。     

安徽非公经济发展研究

在当代中国,非公经济发展与改革开放及制度变迁原本是相通的,欠发达地区经济发展的实质就是非公经济的发展;安徽非公经济发展滞后的深层机理在于既定制度格局下的路径依赖。本课题深入分析了既定制度格局影响安徽非公经济发展的机制过程,以此为基础,提出了进一步加快发展的思路和对策。     

收购兼并在上市公司发展战略中的地位和实施策略

本文主要阐述了以下三个方面的问题：（1）公司为何及时从事购并交易；（2）如何使购并活动获得成功；（3）制定中国进行购并行动的战略。     

The Information Content of Nonfinancial Performance Measures in the Airline Industry

This research extends the literature on nonfinancial performance measures (NFPMs) by assessing (1) the information content of a broader set of NFPMs and (2) whether NFPMs provide information not provided by financial performance measures (FPMs) from all previously identified FPM categories, rather than just earnings and book value. Specifically, exploratory and confirmatory factor analysis results presented in this paper demonstrate that nineteen NFPMs of major airlines capture seven underlying constructs not captured by eighteen common FPMs. Additionally, this research develops reliable composite measures of the identified performance measure constructs, which prior research argues are superior to individual performance measures.     

Sanov meets Cramér again

We introduce a new method for proving large-deviation principles (LDPs). This method amounts to "mixing" a collection of LDPs with a sequence of probability measures that obeys itself an LDP. As an illustration, we construct from empirical measures a sequence of capacity-valued maps that can be considered as an indexed collection of LDPs. The index 1 coincides with Sanov's theorem. By taking a Poisson mixture we establish a new connection with Cramér's theorem.