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Information Journal Paper

Title

A novel exact solution algorithm for a robust product portfolio problem under return uncertainty

Pages

  1638-1645

Abstract

 This research is aimed to address the optimization of a product portfolio problem under Uncertainty using the principles of , nancial portfolios theory. Since the success of a product portfolio is dependent on strategic decision making as well as on future changes of Return, the Return is best considered when it is deemed an uncertain parameter. The speci , c innovation of this research is the use of a Robust optimization approach and providing an Exact solution algorithm based on the model of Bertsimas and Sim. Given the Uncertainty of the Returns, the product portfolio model was developed based on the robust counterpart formulation of Bertsimas and Sim. An Exact solution algorithm was also formulated to reduce the solution time. The results obtained by applying the model to a real case study of the dairy industry in Iran showed that increasing the con , dence level would decrease total Returns of the portfolio and increase its total risk. A comparison between the proposed algorithm and similar methods showed that, on average, it would make 3% improvement in the solution time.

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  • Cite

    APA: Copy

    GOLI, A., KHADEMI ZARE, H., TAVAKKOLI MOGHADDAM, R., & SADEGHEIH, A.. (2022). A novel exact solution algorithm for a robust product portfolio problem under return uncertainty. SCIENTIA IRANICA, 29(3 (Transactions E: Industrial Engineering)), 1638-1645. SID. https://sid.ir/paper/1050407/en

    Vancouver: Copy

    GOLI A., KHADEMI ZARE H., TAVAKKOLI MOGHADDAM R., SADEGHEIH A.. A novel exact solution algorithm for a robust product portfolio problem under return uncertainty. SCIENTIA IRANICA[Internet]. 2022;29(3 (Transactions E: Industrial Engineering)):1638-1645. Available from: https://sid.ir/paper/1050407/en

    IEEE: Copy

    A. GOLI, H. KHADEMI ZARE, R. TAVAKKOLI MOGHADDAM, and A. SADEGHEIH, “A novel exact solution algorithm for a robust product portfolio problem under return uncertainty,” SCIENTIA IRANICA, vol. 29, no. 3 (Transactions E: Industrial Engineering), pp. 1638–1645, 2022, [Online]. Available: https://sid.ir/paper/1050407/en

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