PREDIKSI CURAH HUJAN EKSTREM DI KOTA SEMARANG MENGGUNAKAN SPATIAL EXTREME VALUE DENGAN PENDEKATAN MAX STABLE PROCESS (MSP)

Hasbi Yasin, Budi Warsito, Arief Rachman Hakim
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引用次数: 4

Abstract

This research covers Spatial Extreme Value method application with Max-Stable Process (MSP) approach that will be used to analysis Extreme Rainfall in Semarang city. Extreme value sample are selected by Block Maxima methods, it will be estimated into Spatial Extreme Value form by including location factors. Then it transform to Frechet distribution because it has a heavy tail pattern. Max Stable Process (MSP) is an extension of the multivariate extreme value distribution into infinite dimension of the Extreme Value Theory. After the best model of extreme rainfall data in Semarang is obtained, then calculated the prediction of extreme rainfall with a certain time period. Predictions are calculated using a return level, predictions of extreme rainfall using the return period of the next two years, at the Semarang City Climatology Station predicted to be a maximum of 100.7539 mm. At the Tanjung Mas Rain Monitoring Station it is predicted that a maximum of 100.1052 mm, Ahmad Yani Rain Monitoring Station is predicted to be a maximum of 109.9379 mm. Maximum prediction of extreme rainfall can also be calculated for future t (time) periods.
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稳定过程(SME)空间极值最大成本下的极值特征预测
本研究涵盖了空间极值方法与最大稳定过程(MSP)方法的应用,该方法将用于分析三宝垄市的极端降雨量。极值样本采用块极大值法选取,通过包含位置因子将其估计为空间极值形式。然后它转换为Frechet分布,因为它有一个沉重的尾部模式。最大稳定过程(MSP)是极值理论中多元极值分布向无穷维的扩展。在得到三宝垄极端降雨数据的最佳模型后,计算出一定时间段内的极端降雨预测值。三宝垄市气象站预测的最大降雨量为100.7539毫米。丹戎马斯雨水监测站预测的最高降雨量为100.1052毫米,Ahmad Yani雨水监测站的最高降雨量预计为109.9379毫米。还可以计算未来t(时间)段的极端降雨量的最大预测值。
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