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Fuzzy stochastic price scenario based portfolio selection and its application to BSE using genetic algorithm

机译:基于模糊的随机价格场景的产品组合选择及其在BSE使用遗传算法的应用

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摘要

This paper is concerned with portfolio selection problem using a fuzzy stochastic price scenario. In this scenario, a ratio factor (k) is calculated from the historical data to generated the future price of the stocks of Bombay Stock Exchange. The ratio factor k of different stocks are treated as a fuzzy numbers, which in turn gives future fuzzy prices of the stocks. Returns on the stocks are calculated from the future price of the stocks. Rejection of the assets are done based on returns calculated from the worst case scenario. If the returns of an asset exceed the investor's risk tolerance then the asset are not included in the portfolio. The definition of capital budget has been reformed to include the transaction cost with the capital budget. This process is implemented in two stage multi-objective fuzzy probabilistic programming problem which is then solved using a fuzzy genetic algorithm to obtain maximum short term and long term returns. A case study of Bombay Stock Exchange is provided to illustrate the above model. (C) 2017 Elsevier B.V. All rights reserved.
机译:本文涉及使用模糊随机价格场景的组合选择问题。在这种情况下,从历史数据计算比率因子(k)以产生孟买证券交易所股票价格的未来价格。不同股票的比例因子K被视为模糊数,反过来又提供了未来的股票的模糊价格。股票上的回报是根据股票的未来价格计算的。资产的拒绝是根据最坏情况计算的返回完成的。如果资产的退货超出投资者的风险耐受,则资产不包括在投资组合中。资本预算的定义已被改革,包括资本预算的交易成本。该过程在两个阶段的多目标模糊概率编程问题中实现,然后使用模糊遗传算法解决了最大短期和长期回报。提供了对孟买证券交易所的案例研究以说明上述模型。 (c)2017 Elsevier B.v.保留所有权利。

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