由于现实中的极值事件往往倾向于同时或相继发生，因此多元极值研究正成为极值统计学的理论前沿和研究热点。
Due to the frequent co-occurrences of extremes, research on multivariate extremes has become the theoretical frontier and focus in extreme value statistics.
以宜昌站1882 ~ 2002年日流量资料为例，分析了非汛期和汛期的径流极值与极端事件的演变趋势与演变规律。
Trends and laws of runoff extreme and extreme events at Yichang gauging station for the period 1882-2002 are investigated in this paper.
本文借助于平稳时间序列的极值分布理论，对南京地区异常低温事件频次和强度建立统计模型。
The statistical model of frequency and intensity of anomalous microtherm events in Nanjing is established by means of the extreme value distribution theory of stationary time series.
着重论述极值统计分布在极端天气气候事件和重大工程设计中的重要意义，综述该领域国内外研究进展。
New advances in extremes statistics are reviewed in this paper, with emphases on application to extreme weather and climate event research as well as in large-scale engineering design.
当然，极值理论除了可以用于分析农业中的极端气候事件，也可以用于分析金融行业中的巨灾风险，以及其它相关领域的极端事件。
In addition to important implication on crop catastrophic insurance design , this study can be applied to finance catastrophic risk and other related isuues.
当然，极值理论除了可以用于分析农业中的极端气候事件，也可以用于分析金融行业中的巨灾风险，以及其它相关领域的极端事件。
In addition to important implication on crop catastrophic insurance design , this study can be applied to finance catastrophic risk and other related isuues.
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