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Cognitive Modelling-driven Time Series Forecasting for Predicting Target Indicators in Non-stationary Processes

机译:认知建模驱动时间序列预测非静止过程中目标指标的预测

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Analysis and forecasting of time series is a popular predictive tool for working with large amounts of data reflecting the patterns of processes’ behavior under study in the economic, financial, socio-political and other spheres. However, their potential is not enough to effectively forecasting of the situation development in non-stationary processes, which are a characteristic feature and trend of our time in various society spheres. Such processes are characterized by unpredictability of behavior, for example, in cases of: (i) an abrupt transition from one state to another, due to an event that causes an abrupt (jump) change in the process values; (ii) violation or weak severity of seasonality in the processes during the transition from a stable state to a crisis. In this paper we propose a cognitive modelling-driven approach to time series forecasting for predicting target indicators in non-stationary processes. The approach implementation is aimed at improving the forecast quality of target indicators in such processes by (i) building and correcting competing models based on time series, and (ii) activating dominant models from among the competing ones by taking into account the correcting signals. These signals are formed (in monitoring mode) as a result of the analysis of qualitative information (judgments and opinions of the decision makers and experts) using a fuzzy cognitive map of the situation - a model for representing causal influences between system-forming factors in such processes.
机译:时间序列的分析和预测是一种流行的预测工具,用于处理大量数据,反映了经济,财务,社会政治和其他领域的研究中的过程行为模式。然而,他们的潜力是有效预测非静止过程中的情况发展,这是我们在各种社会领域的特征特征和趋势。这些过程的特征在于,例如,在:(i):(i)由于事件导致过程值突然(跳跃)变化的事件,从一个状态到另一个状态的突然转换; (ii)从稳定状态转变为危机过程中的过程中违规或弱势季节性的严重程度。在本文中,我们提出了一种认知建模驱动的方法来预测非静止过程中目标指标的时间序列预测。该方法实施旨在通过(i)建立和纠正基于时间序列的竞争模型来改善目标指标的预测质量,并通过考虑校正信号来激活竞争中的主导模型。使用模糊认知地图的定性信息(决策者和专家的判断和意见)的分析来形成这些信号(在监测模式中),其使用情况模糊认知地图 - 一种代表体系形成因素之间因果影响的模型这些过程。

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