Fuzzy Multi-Objective Portfolio Optimization Considering Investment Return and Investment Risk

被引:0
|
作者
Srizongkhram S. [1 ]
Suthamanondh P. [1 ]
Manitayakul K. [1 ]
Shirahada K. [2 ]
Chiadamrong N. [1 ]
机构
[1] SIIT, Thammasat University
关键词
Fuzzy Goal Programming Model; Fuzzy Linear Programming; Multiple Objectives; Portfolio Investment Optimization; Uncertainty; Weighted Additive Method; Zimmermann's Method;
D O I
10.4018/IJFSA.285552
中图分类号
学科分类号
摘要
Portfolio selection and optimization deal with the selection of the most suitable projects in a portfolio. The expected goals can be achieved while considering the balance among selected projects to ensure that all selected projects consume resources effectively. This study proposes and compares multiobjective portfolio investment optimization algorithms under uncertain conditions. The investment return (in terms of the fuzzy net present value of the portfolio) and investment risk (in terms of the credibilistic risk index) have simultaneously been considered. In addition, fuzzy chance-constrained programming is introduced as an optimization constraint to handle such uncertainty by specifying a desired confidence level of the decision makers. The outcome of this study can then help decision makers to decide what projects and when to invest. Decision makers can deal with a limited budget with logical relationships and within their desired financial and risk requirements. Copyright © 2022, IGI Global. Copying or distributing in print or electronic forms without written permission of IGI Global is prohibited.
引用
收藏
相关论文
共 50 条
  • [41] Probabilistic multi-objective transmission investment and expansion planning
    Arabali, Amirsaman
    Hosseini, Seyed Hamid
    Moeini-Aghtaie, Moein
    INTERNATIONAL TRANSACTIONS ON ELECTRICAL ENERGY SYSTEMS, 2015, 25 (09): : 1884 - 1904
  • [42] Improved ant colony optimization algorithms for multi-objective investment decision model based on intelligent fuzzy clustering algorithm
    Wang C.
    Li J.
    Journal of Intelligent and Fuzzy Systems, 2024, 46 (04): : 7643 - 7657
  • [43] Polyhedral coherent risk measures and investment portfolio optimization
    Kirilyuk V.S.
    Cybernetics and Systems Analysis, 2008, 44 (2) : 250 - 260
  • [44] A multi-objective model for environmental investment decision making
    Higgins, Andrew J.
    Hajkowicz, Stefan
    Bui, Elisabeth
    COMPUTERS & OPERATIONS RESEARCH, 2008, 35 (01) : 253 - 266
  • [45] LAEND: A Model for Multi-Objective Investment Optimisation of Residential Quarters Considering Costs and Environmental Impacts
    Tietze, Ingela
    Lazar, Lukas
    Hottenroth, Heidi
    Lewerenz, Steffen
    ENERGIES, 2020, 13 (03)
  • [46] Fuzzy portfolio optimization for time-inconsistent investors: a multi-objective dynamic approach
    You Li
    Bo Wang
    Anrui Fu
    Junzo Watada
    Soft Computing, 2020, 24 : 9927 - 9941
  • [47] Multi-objective investment optimization for energy system models in high temporal and spatial resolution
    Prina, Matteo Giacomo
    Casalicchio, Valeria
    Kaldemeyer, Cord
    Manzolini, Giampaolo
    Moser, David
    Wanitschke, Alexander
    Sparber, Wolfram
    APPLIED ENERGY, 2020, 264
  • [48] Fuzzy portfolio optimization for time-inconsistent investors: a multi-objective dynamic approach
    Li, You
    Wang, Bo
    Fu, Anrui
    Watada, Junzo
    SOFT COMPUTING, 2020, 24 (13) : 9927 - 9941
  • [49] Portfolio optimisation of material purchase considering supply risk - A multi-objective programming model
    Hao, Jun
    Li, Jianping
    Wu, Dengsheng
    Sun, Xiaolei
    INTERNATIONAL JOURNAL OF PRODUCTION ECONOMICS, 2020, 230
  • [50] Multi-objective investment optimization for energy system models in high temporal and spatial resolution
    Prina, Matteo Giacomo
    Casalicchio, Valeria
    Kaldemeyer, Cord
    Manzolini, Giampaolo
    Moser, David
    Wanitschke, Alexander
    Sparber, Wolfram
    Applied Energy, 2021, 264