4.7 Article

Utilizing dependence among variables in evolutionary algorithms for mixed-integer programming: A case study on multi-objective constrained portfolio optimization

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SWARM AND EVOLUTIONARY COMPUTATION
卷 66, 期 -, 页码 -

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ELSEVIER
DOI: 10.1016/j.swevo.2021.100928

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Evolutionary computations; Mixed-integer programming; Coding scheme; Multi-objective constrained portfolio optimization

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This paper introduces a Compressed Coding Scheme (CCS) for solving multi-objective constrained portfolio optimization problems, which effectively utilizes the dependencies among variables. Experimental results demonstrate that CCS is efficient and robust for handling optimization problems with a large number of assets.
Mixed-Integer Non-Linear Programming (MINLP) is not rare in real-world applications such as portfolio invest-ment. It has brought great challenges to optimization methods due to the complicated search space that has both continuous and discrete variables. This paper considers the multi-objective constrained portfolio optimization problems that can be formulated as MINLP problems. Since each continuous variable is dependent to a discrete variable, we propose a Compressed Coding Scheme (CCS), which encodes the dependent variables into a contin-uous one. In this manner, we can reuse some existing search operators and the dependence among variables will be utilized while the algorithm is optimizing the compressed variables. CCS actually bridges the gap between the portfolio optimization problems and the existing optimizers, such as Multi-Objective Evolutionary Algorithms (MOEAs). The new approach is applied to two benchmark suites, involving the number of assets from 31 to 2235. The experimental results indicate that CCS is not only efficient but also robust for dealing with the multi-objective constrained portfolio optimization problems.

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