利用有序统计理论和极值理论，给出了结构强度的可靠度简化计算方法。
Based on ordered statistic and extreme value theory, we give the simplify calculating method for structure reliability.
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.
本文以极值统计学为理论基础，研究了该方法在洪灾损失风险计算中的适用性。
Based on the statistics of extremes, this paper studies the applicability of extremes in calculating hazard risk of flood damage.
然后本文对将要利用的统计套利概念、协整理论、极值理论等进行了简短的总结，为后文的实证研究铺垫基础。
Then this paper makes a brief summary on the concept of statistical arbitrage, co-integration theory, extreme value theory, which paves the way for the empirical research.
该模型来源于极值统计理论，并具有类似于确定性龚帕兹曲线函数的渐近性特性。
The proposed model can be derived from the statistical theory of extreme-value, and has a similar asymptotic property to the deterministic Gompertz curve.
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.
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.
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