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Hesitant probabilistic fuzzy set based time series forecasting method

机译:基于犹豫概率模糊集的时间序列预测方法

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Uncertainties due to randomness and fuzziness coexist in the system simultaneously. Recently probabilistic fuzzy set has gained attention of researchers to handle both types of uncertainties simultaneously in a single framework. In this paper, we introduce hesitant probabilistic fuzzy sets in time series forecasting to address the issues of non-stochastic non-determinism along with both types of uncertainties and propose a hesitant probabilistic fuzzy set based time series forecasting method. We also propose an aggregation operator that uses membership grades, weights and immediate probability to aggregate hesitant probabilistic fuzzy elements to fuzzy elements. Advantages of the proposed forecasting method are that it includes both type of uncertainties and non-stochastic hesitation in a single framework and also enhance the accuracy in forecasted outputs. The proposed method has been implemented to forecast the historical enrolment student's data at University of Alabama and share market prizes of State Bank of India (SBI) at Bombay stock exchange (BSE), India. The effectiveness of the proposed method has been examined and tested using error measures.
机译:系统中同时存在由于随机性和模糊性导致的不确定性。最近,概率模糊集已经引起研究人员的关注,它们可以在一个框架中同时处理两种类型的不确定性。在本文中,我们在时间序列预测中引入了犹豫概率模糊集,以解决非随机不确定性问题以及两种不确定性,并提出了一种基于犹豫概率模糊集的时间序列预测方法。我们还提出了一种聚合算子,它使用隶属度,权重和立即概率将犹豫的概率模糊元素聚合为模糊元素。所提出的预测方法的优点在于,它在单个框架中既包括不确定性类型又包括非随机犹豫,并且还提高了预测输出的准确性。所提出的方法已经实施,可以预测阿拉巴马大学的历史招生数据,并在印度孟买证券交易所(BSE)出售印度国家银行(SBI)的市场股票。所提出的方法的有效性已通过误差测量进行了检验和测试。

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