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1.Portfolio Selection When a Riskless Asset is Absent
关于无风险资产不存在时资产组合选择的研究收藏指正
2.The elimination of riskless profit opportunities in the futures market is referred to as arbitrage.
期货市场上消除无风险的利润机会被称为套利。收藏指正
3.But there is no riskless asset in reality, so zero beta CAPM may be a better model. Thus the test is more complicated, because the hypothesis to be tested is nonlinear.
然而现实的市场不存在无风险资产,零贝塔CAPM针对此假设对CAPM进行了修正,但是得出的约束条件不再是线性,因此检验变得复杂。收藏指正
4.CAPM is the most frequently used model to estimate hurdle rates. In order to apply this model,we need to know the value of riskless rate,market risk premium and project beta.
CAPM是估计必要收益率的最常用模型,为了应用该模型,我们需要了解无风险利率、市场风险溢价和项目贝塔的取值。收藏指正
5.This paper analyzes the frontiers of efficient mean-variance portfolio beginningwith minimum-variance portfolio. Mathematical equations of the efficient portfolio of Wg, Wd, Wtand W*, as well as portfolio selection with a riskless assed have been put out.
本文从分析最小方差组合证券入手研究了均值方差有效组合证券的精确边界,推出了N种风险证券的有效均值方差组合(Wg、Wt、Wd、及W*)的数学表达式以及存在无风险证券时的投资选择数学模型.对证券投资有一定的指导意义.收藏指正
6.Risk premium : The additional return an investor expects from holding a risky asset rather than a riskless one ? in essence the difference between the total expected return on an investment and the appropriate estimated risk-free return.
风险溢价:指投资者持有风险资产时与无风险资产相比所期望多获的收益—实质上即投资的预期总收益与相应的预计无风险收益之差。收藏指正
7.This paper presents a constant elasticity of variance (CEV) model for defined pension funds management, derives the Bellman equation and finds the solution to the problem. The purpose of this paper is to find an optimal asset allocation between a risky asset and a riskless asset and the least contribution policy.
该文主要为待遇预定制养老基金的管理建立常方差弹性(CEV)模型,给出了相应的Bellman方程,并分析了求解过程,确定风险资产和无风险资产的投资比例以及养老金缴费水平,最终实现养老基金管理的最优资产配置和最低缴费水平.收藏指正
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