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The Optimal Investment Strategy Based on the DEA Model
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作者 Yulei Zhang Shuai Zhang +1 位作者 Xinxin Zhang Zhenping Li 《Open Journal of Modelling and Simulation》 2016年第2期46-54,共9页
The Goodgrant Foundation is a charitable organization that wants to improve education performance of undergraduates attending colleges and universities in the US. So the foundation plans to contribute a total of US 50... The Goodgrant Foundation is a charitable organization that wants to improve education performance of undergraduates attending colleges and universities in the US. So the foundation plans to contribute a total of US 50 million for a suitable team of schools per year under the condition of avoiding repeated other large grant organizations’ investment. The DEA (Data Estimate Analysis) model is developed to determine an optimal investment strategy for the Goodgrant Foundation. In this paper, two questions were solved: how to choose a suitable team of schools and how to allocate the investment. Before the establishment of the model, the EXCEL software is used to preprocess data. Then the DEA model which includes two models in the paper is developed. For the first question, the CCR model is established to rank schools which used efficiency from DEAP 2.1. For the second question, the resource allocation model is established to allocate investment amount by weights of allocation from MATLAB software. Accordingly, the optimal investment strategy is received for the Goodgrant Foundation. Through the analysis above, 23 from 293 schools are selected to invest. Then the schools are ranked and the investment of US 50 million for 23 schools is allocated. 展开更多
关键词 The DEA Model optimal investment strategy DEAP 2.1 Software
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Optimal Portfolio Selection with Delay under the Framework of Uncertainty Theory
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作者 Jun Long Sanyun Zeng 《Journal of Applied Mathematics and Physics》 2023年第10期2848-2870,共23页
This study focuses on investigating the optimal investment strategy for an optimization problem with delay using the uncertainty theory. The financial market is composed of a risk-free asset and a risk asset with an u... This study focuses on investigating the optimal investment strategy for an optimization problem with delay using the uncertainty theory. The financial market is composed of a risk-free asset and a risk asset with an uncertain price process described by an uncertain differential equation. An optimization problem is assumed that its objective is a nonlinear function of decision variable. By deriving the equation of optimality, an analytical solution is obtained for the optimal delay investment strategy, and the optimal delay value function. Finally, an economic analysis and numerical sensitivity analysis are conducted to evaluate the research results. 展开更多
关键词 DELAY Uncertainty Theory Equation of optimality optimal Value Function optimal investment strategy
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The Ruin Probability in the Presence of Extended Regular Variation and Optimal Investment
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作者 Li Wei 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2008年第4期649-654,共6页
Considering the classical model with risky investment, we are interested in the ruin probability that is minimized by a suitably chosen investment strategy for a capital market index. For claim sizes with common distr... Considering the classical model with risky investment, we are interested in the ruin probability that is minimized by a suitably chosen investment strategy for a capital market index. For claim sizes with common distribution of extended regular variation, starting from an integro-differential equation for the maximal survival probability, we find that the corresponding ruin probability as a function of the initial surplus is also extended regular variation. 展开更多
关键词 Classical risk model extended regular variation optimal investment strategy ruin probability
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