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Macro-Econometric Forecasting for During Periods of Economic Cycle Using Bayesian Extreme Value Optimization Algorithm

机译:贝叶斯极值优化算法对经济周期内的宏观计量经济预测

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This paper aims to computationally analyze the extreme events which can be described as crises or unusual times-series trends among the macroeconomic variables. These data are statistically estimated by employing the optimally extreme point for supporting policy makers to specify the economic expansion target and economic warning level. The Nonstationary Extreme Value Analysis (NEVA) applying Bayesian inference and Newton-optimal method are employed to complete the researchs solutions and estimate the time-series variables such as GDP, CPI, FDI, and unemployment rate collected during 1980 to 2015. The results show there are extreme values in the trend of macroe-conomic factors in Thailand economic system. This extreme estimation is presented as an interval. In addition, the empirical results from the optimization approach state that the exactly extreme points can be computationally found. Ultimately, it is clear that the computationally statistical approach, especially Bayesian statistics, is inevitably important for econometric researches in the recent era.
机译:本文旨在通过计算分析极端事件,这些事件可以描述为宏观经济变量之间的危机或不寻常的时间序列趋势。这些数据是通过采用最佳极端点进行统计估计的,以支持决策者指定经济增长目标和经济预警水平。利用贝叶斯推断和牛顿最优方法的非平稳极值分析(NEVA)来完成研究解决方案,并估计1980年至2015年收集的时间序列变量,例如GDP,CPI,FDI和失业率。结果显示泰国经济体系中宏观经济因素的趋势具有极高的价值。此极端估计表示为间隔。此外,优化方法的经验结果表明,可以通过计算找到确切的极端点。归根结底,很明显,计算统计方法,尤其是贝叶斯统计方法,对于近代经济计量学研究不可避免地至关重要。

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