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QUANTIFYING ASSET ALLOCATION

机译:量化资产分配

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Our study focuses on the quantification of asset allocation decisions, which is often modeled as a twosecurity,rnmean-variance optimization. Our study shows that mean-variance optimization fails in thisrnparticular case. Weights obtained this way depend exclusively on returns because two linear constraintsrn(weights adding to one and the return constraint) fully characterize the two-dimensional solution. It isrnbetter to characterize asset allocation as a three-security (a money market, a bond fund, and a stock fund)rnmean-variance optimization problem. Still, bond holdings may reflect cash-flow matching objectivesrnthat are not included in mean-variance set ups. This and other factors such as risk managementrnalternatives, asset classification problems, etc., indicate that the asset allocation decision may better bernstudied with alternative methodologies such as approximate equations or qualitative (symbolic algebrabased)rnanalysis.
机译:我们的研究重点是资产分配决策的量化,通常将其建模为两种安全性,均值方差优化。我们的研究表明,在这种特殊情况下,均方差优化失败。通过这种方式获得的权重仅取决于回报,因为两个线性约束(权重加一,即回报约束)完全表征了二维解。将资产分配的特征描述为三方证券(货币市场,债券基金和股票基金)的均值方差优化问题更好。尽管如此,债券持有量仍可能反映出现金流量匹配目标,而该目标未包括在均值方差设置中。这和其他因素(例如风险管理替代方案,资产分类问题等)表明,可以使用近似方法或定性(基于符号代数)分析等替代方法更好地研究资产分配决策。

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