In this paper, a tractable solution is proposed to integrate, to a certain extent, market liquidity risk in the portfolio selection process. It is shown how an investor may take advantage of this additional risk sourc...
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In this paper, a tractable solution is proposed to integrate, to a certain extent, market liquidity risk in the portfolio selection process. It is shown how an investor may take advantage of this additional risk source within the standard mean-variance optimization framework, by in certain circumstances overcoming the pitfalls of illiquidity and in others seizing a liquidity premium. Bid prices appear effective to capture liquidity risk. The efficient frontier conceived with bid prices consists of mean-variance optimal allocations that cover more liquid stocks (large caps) under stressed market conditions and less liquid stocks (small caps) under normal conditions.
This paper concerns with modeling and design of an algorithm for the portfolio selection problems with fixed transaction costs and minimum transaction lots. A mean-variance model for the portfolio selection problem is...
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This paper concerns with modeling and design of an algorithm for the portfolio selection problems with fixed transaction costs and minimum transaction lots. A mean-variance model for the portfolio selection problem is proposed, and the model is formulated as a non-smooth and nonlinear integer programming problem with multiple objective functions. As it has been proven that finding a feasible solution to the problem only is already NP-hard, based on NSGA-II and genetic algorithm for numerical optimization of constrained problems (Genocop), a multi-objective genetic algorithm (MOGA) is designed to solve the model. Its features comprise integer encoding and corresponding operators, and special treatment of constraints conditions. It is illustrated via a numerical example that the genetic algorithm can efficiently solve portfolio selection models proposed in this paper. This approach offers promise for the portfolio problems in practice.
<正>In this paper,the optimal portfolio selection problem with transaction costs is *** the previous study, the transaction cost is generally assumed as a V-shaped function of difference between the existing and the...
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<正>In this paper,the optimal portfolio selection problem with transaction costs is *** the previous study, the transaction cost is generally assumed as a V-shaped function of difference between the existing and the new portfolio. But,in this study,a portfolio selection model with quadratic subsection concave transaction costs is *** to proposed model is a complex quadratic programming problem which can’t be solved by exact algorithms efficiently,an improved particle swarm optimization(IPSO) is designed to solve ***,a numerical example is given to illustrate our proposed effective approach and the performances of IPSO and standard genetic algorithm(SGA) are compared. Experiment results show that IPSO is clearly superior compared to a SGA.
In this paper,based on possibilistic mean and variance of fuzzy numbers a portfolio selection rebalancing problem is *** the importance of transaction costs for rebalancing the portfolio,a possibilistic portfolio mode...
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In this paper,based on possibilistic mean and variance of fuzzy numbers a portfolio selection rebalancing problem is *** the importance of transaction costs for rebalancing the portfolio,a possibilistic portfolio model with transaction cost is proposed,in which transaction cost is assumed as a no-convex-no-concave function instead of V-Shaped *** to proposed problem is a non-smooth programming problem,an improved particle swarm optimization is *** last,a numerical example is given to illustrate our proposed effective approach.
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