2019
DOI: 10.24200/sci.2019.51577.2258
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Mathematical modeling for a new portfolio selection problem in bubble condition, using a new risk measure

Abstract: A portfolio selection model is developed in this study, using a new risk measure. The proposed risk measure is based on the fundamental value of stocks. For this purpose, a mathematical model is developed and transformed into an integer linear programming. In order to analyze the model's efficiency, the actual data of the Tehran Stock Exchange market are used in 12 scenarios to solve the proposed model. In order to evaluate the scenarios, data mining approaches are employed. Data mining methods which are used … Show more

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Cited by 4 publications
(2 citation statements)
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“…The FANP approach was used to rank portfolios in consideration of uncertain conditions and decision-makers' judgments. Ghahtarania et al [23] developed a mathematical model transformed into an integer linear programming. The novelty of the research is risk criteria which is measured based on the difference between fundamental value and the market value of stocks.…”
Section: Portfolio Optimizationmentioning
confidence: 99%
“…The FANP approach was used to rank portfolios in consideration of uncertain conditions and decision-makers' judgments. Ghahtarania et al [23] developed a mathematical model transformed into an integer linear programming. The novelty of the research is risk criteria which is measured based on the difference between fundamental value and the market value of stocks.…”
Section: Portfolio Optimizationmentioning
confidence: 99%
“…Moreover, there is not any systematic way to specify the threshold. Ghahtarani et al (2019) formulation uses the fundamental value of an asset as a threshold of the Omega ratio, which protects the portfolio against bubble conditions in the market. Sharma et al (2017) redefined the Omega ratio by using a loss function instead of the return in it.…”
Section: Robust Omega and Betamentioning
confidence: 99%