2015
DOI: 10.1016/j.irfa.2015.03.014
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Finding socially responsible portfolios close to conventional ones

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Cited by 28 publications
(15 citation statements)
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References 47 publications
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“…Accordingly, the superiority of the GA-ELM is further confirmed. When the number of high-return stocks N equals other values, i.e., 16,17,18,19, or 20, we obtain similar conclusions, which indicate that the GA-ELM model has good generalizability. erefore, the GA-ELM is a promising tool for use in the practice of stock screening.…”
Section: Stock Double-screeningsupporting
confidence: 60%
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“…Accordingly, the superiority of the GA-ELM is further confirmed. When the number of high-return stocks N equals other values, i.e., 16,17,18,19, or 20, we obtain similar conclusions, which indicate that the GA-ELM model has good generalizability. erefore, the GA-ELM is a promising tool for use in the practice of stock screening.…”
Section: Stock Double-screeningsupporting
confidence: 60%
“…e conventional GMV and MSPR models cannot trade off the financial and ESG performance of SRI investors since they do not incorporate the ESG factor. erefore, this paper includes the ESG score within the objective functions of the GMV and MSPR models to form extended portfolio optimization models, i.e., the GMV-ESG and MSPR-ESG models, to balance the ESG Input: initialize the chromosome populations Output: the optimal input weights and biases of the hidden layer of the ELM (1) Begin (2) Set the parameters of the ELM (3) Define the fitness function (4) Evaluate the fitness of all chromosomes in population (5) C � the best chromosome (6) g � 1 (7) while g < maximum generation do (8) for i � 0 ⟶ P do (9) Generate rd1 randomly in the interval [0, 1] (10) if rd1< crossover probability then (11) Update the chromosome according to equation ( 7) (12) end if (13) Generate rd2 randomly in the interval [0, 1] ( 14) if rd2< mutation probability then (15) Update the chromosome according to equation ( 8) (16) end if (17) Evaluate the chromosome fitness (18) end for (19) Update the chromosome populations according to equation (6) (20) Rank the chromosome populations according to fitness (21) C � the best current chromosome (22) g � g + 1 (23) end while (24) Return the optimal input weights and biases of the hidden layer of the ELM according to C (25) End ALGORITHM 1: GA-ELM algorithm. and financial objectives of SRI investors.…”
Section: E Proposed Modelsmentioning
confidence: 99%
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“…This found that in terms of risk-adjusted returns, ethical pension plans, which invest in companies with SRI, achieve the same financial gains with traditional pension plans [5]. The authors suggested that the reasons might be that companies in stock markets have made green investments, which allows for improvements in their SRI, resulting in more cost-effective and technically feasible production methods, and consequently a performance level with similar financial gains [27,28].…”
Section: Sustainable Investmentmentioning
confidence: 99%
“…Obtaining the efficient frontier is a mathematical problem, which does not require a subjective choice. The selection of a particular portfolio on the efficient frontier, by contrast, is highly subjective, as it involves satisfying the investor's personal preferences (Calvo et al, 2014).…”
Section: Literature Reviewmentioning
confidence: 99%