讨论了有交易费用的、包括偏度和峰度在内的高阶矩约束的多目标最优投资组合选择模型.将该模型转化为单目标最优化问题,利用线性逼近的方法讨论了在有交易费用时规划问题的近似转化;给出了具体算例;分析了参数对最优目标的影响.
A portfolio selection model with transaction costs under the constraint of higher moments such as skewness and kurtosis was discussed. The original model was transferred to a single objective optimization model. Using linear approaching method, this model was transferred approximately to a linear programming model. A numerical example was given. Finally, the relationship between the objective and the parameters was discussed.