信息披露制度中的心理学诱导性陷阱及其应对

设计一个良好法律制度的前提是需要了解所要规制的问题的根源所在。现行的信息披露制度中专家权威主导的披露方式会导致作为信息使用者的投资者对于专家的权威性产生依赖,因而产生思维定式,妨碍投资者进一步收集信息和考虑其它的可能性,导致投资决策的偏差。此外,对于信息披露的内容及性质缺乏揭示性说明以指出其条件性,也会导致投资者运用"小数定律"这一心理偏差进行决策,而机构投资者也存在心理偏差,因而他们无法对由噪音交易者心理偏差所产生的价格偏离基础价值的现象进行调整,会导致威胁金融体系稳定的市场泡沫,因此,监管机构也应当对他们的投资行为予以监管。     

Francis Galton’s regression towards mediocrity and the stability of types

A prevalent narrative locates the discovery of the statistical phenomenon of regression to the mean in the work of Francis Galton. It is claimed that after 1885, Galton came to explain the fact that offspring deviated less from the mean value of the population than their parents did as a population-level statistical phenomenon and not as the result of the processes of inheritance. Arguing against this claim, we show that Galton did not explain regression towards mediocrity statistically, and did not give up on his ideas regarding an inheritance process that caused offspring to revert to the mean. While the common narrative focuses almost exclusively on Galton’s statistics, our arguments emphasize the anthropological and biological questions that Galton addressed. Galton used regression towards mediocrity to support the claim that some biological types were more stable than others and hence were resistant to evolutionary change. This view had implications concerning both natural selection and eugenics. The statistical explanation attributed to Galton appeared later, during the biometrician-mutationist debate in the early 1900s. It was in the context of this debate and specifically by the biometricians, that the development of the statistical explanation was originally attributed to Galton.     

关于$M^2_k\times \mathbb{R}$中以圆为边界的常平均曲率曲面的稳定性

乘积空间$M^2_k\times \mathbb{R}$中的常平均曲率曲面具有全纯的广义Hopf形式. 利用这一形式证明了以圆为边界的稳定常平均曲率拓扑圆盘一定是旋转不变的球面盖$S^2_H$或$D^2_H$.     

寒区低温条件下的数字水准仪测量性能研究

为了研究寒区低温条件下数字水准仪的测量性能,针对天宝DiNi03和徕卡DNA03数字水准仪,在哈尔滨某高校校内通过选取不同的温度设置相应的测量周期,对所布设的水准线路进行了实验测量。测量结果表明:数字水准仪在寒区低温条件下仍然具有稳定的性能和较高的测量精度。     

A Preliminary Study on the English Translation of Chinese Idioms

As we all know,some Chinese idioms are very different from English idioms in their constitutions and the figurative usages.How to comprehend and translate those idioms is a troublesome problem for most children.This paper will help you to make a successful translation.This paper falls into three parts.The first part,gives a brief introduction about the features of idioms.The second part gives a detailed introduction about how to retain those character in translation and the methods of translating idioms.And finally,it sums up several problems which we should pay attention to in translating idioms.     

数值模拟验算在某高速公路滑坡工程稳定性评价中的应用

在高速公路建设过程中,滑坡工程对公路的安全性影响较大,其稳定性问题日益凸显。采用数值模拟技术来模拟分析滑坡工程稳定性,并据此提出合理、经济的防护治理措施是目前解决这一难题的有效途径之一。本文根据河南省内一高速公路滑坡的工程地质条件,利用sufer、ansys和FLAC-3D三维仿真模拟分析了其滑塌过程及形态,为同类型滑坡的勘察与分析评价提供了参考示例。     

Rosenau-KdV方程初边值问题的一个高精度线性守恒差分格式

本文针对Rosenau-KdV方程的初边值问题提出了一个高精度三层线性差分格式,该格式能够较好地保持两个守恒不变量. 此外,本文还得到了差分解的存在唯一性及先验误差估计,并 通过能量方法证明了数值格式的收敛性和稳定性. 数值算例验证了理论结果.     

系统仿真技术在某飞行器侧向回路稳定性分析中的应用

系统仿真技术在辅助控制系统模型的建立、控制器的设计以及控制系统的分析中发挥着至关重要的作用。本文主要讨论了系统仿真技术在某飞行器侧向回路非线性模型的简化及其稳定性分析中的应用。利用简化模型得到了一组预测飞行器侧向回路极限环的解析计算公式，并结合实例利用仿真技术对所得结论进行验证。     

花生蛋白奶稳定性的研究

从植物蛋白奶不稳定现象出发，系统地介绍了花生蛋白奶的乳化剂和增稠剂的作用原理，以及应用方法，并从工艺改进的角度来论述提高花生蛋白奶稳定性的措施。