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Empirical study of GARCH models with leverage effect in an environmental application

机译:GARCH模型在环境应用中具有杠杆效应的实证研究

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摘要

Atmospheric carbon dioxide concentration (ACDC) level is an important factor for predicting temperature and climate changes. We analyze the conditional variance of a function of ACDC level known as ACDC level growth rate (ACDCGR) using the generalised autoregressive conditional heteroskedasticity (GARCH) and GARCH models with leverage effect. The data are a subset of the well known Mauna Loa atmosphere carbon dioxide record. We test for the presence of stylized facts in the ACDCGR time series. The performance of GARCH models are compared to EGARCH, TGARCH and PGARCH models. Model fit measures AIC, BIC and likelihood is calculated for each fitted model. The results do confirm the presence of some of important stylized facts in the ACDCGR time series, but the presence of leverage effect is not significant. The out of sample one step ahead forecasting performances of the models based on RMSE and MAE metrics are evaluated. EGARCH model with student t disturbances showed the best fit and a valid forecasting performance. A bootstrap algorithm is employed to calculate confidence intervals for future values ofACDCGR time series and its volatility. The constructed bootstrap confidence intervals showed a reasonable performance.
机译:大气二氧化碳浓度(ACDC)水平是预测温度和气候变化的重要因素。我们使用具有杠杆效应的广义自回归条件异方差(GARCH)和GARCH模型,分析了称为ACDC水平增长率(ACDCGR)的ACDC水平函数的条件方差。该数据是著名的莫纳罗亚火山大气二氧化碳记录的一部分。我们测试ACDCGR时间序列中是否存在程式化的事实。将GARCH模型的性能与EGARCH,TGARCH和PGARCH模型进行了比较。模型拟合度量AIC,BIC,并为每个拟合模型计算似然。结果确实确认了ACDCGR时间序列中一些重要的程式化事实的存在,但杠杆效应的存在并不重要。评估了基于RMSE和MAE指标的模型的超样本提前预测性能。具有学生t干扰的EGARCH模型显示出最佳拟合和有效的预测性能。使用自举算法来计算ACDCGR时间序列及其波动性的未来值的置信区间。构造的自举置信区间显示了合理的性能。

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