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Multiobjective Mean-Risk Models for Optimization in Finance and Insurance

机译:金融与保险优化的多目标均值模型

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In this paper we propose some models for solving optimization problems which arise in finance and insurance. First the general framework for Mean-Risk models is introduced. Then several approaches for multiobjective programming, such as Mean-Value-at-Risk and Mean-Conditional Value-at-Risk are used for building the model Mean-Value-at-Risk-Conditional Value-at-Risk using both Value-at-Risk and Conditional Value-at-Risk simultaneously for risk assessment. A two stage portfolio optimization model is developed, using Value-at-Risk and also Conditional Value-at-Risk measures in two stages separately.
机译:在本文中,我们提出了一些旨在解决金融和保险中出现的优化问题的模型。首先,介绍了卑鄙风险模型的一般框架。然后用于多目标编程的几种方法,例如平均值 - 有风险和平均条件值 - 风险,用于使用两个值构建模型均值 - 有条件条件值 - 风险 - 风险 - 用于风险评估的同时性价比和有条件的价值。使用价值风险和有条件价值 - 在两个阶段分别开发了两级产品组合优化模型。

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