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基于离差系数和小波分析的取水量异常值研究 被引量:3
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作者 张华 李佳 万毅 《水利水电技术》 北大核心 2020年第10期35-40,共6页
针对国家水资源监控能力建设项目中出现的取水量异常值问题,提出了上离差系数和下离差系数,并将其与小波分析相结合,建立异常值检测模型(CV-WT)。该模型首先利用上离差系数与下离差系数对原始数据进行初检,排除极端异常值。然后利用小... 针对国家水资源监控能力建设项目中出现的取水量异常值问题,提出了上离差系数和下离差系数,并将其与小波分析相结合,建立异常值检测模型(CV-WT)。该模型首先利用上离差系数与下离差系数对原始数据进行初检,排除极端异常值。然后利用小波分解与重构进行精检,滤去细节信息,保留整体趋势信息,筛选出不符合整体趋势的异常数据。将CV-WT模型应用于某供水公司,检测了2016年的日取水量数据,共检测出27个异常数据,实现对原始数据中异常值的识别,提高了对数据的精细处理能力。检测结果为进一步确定这些数据的异常原因提供了可靠依据,显著地提升了对取水量异常值的监控能力。 展开更多
关键词 异常值检测 取水量 离差系数 下离差系数 小波分解 小波重构
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基于瓦斯涌出特征的机掘面作业类型判识技术
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作者 王川 杜江明 +1 位作者 曹旭 张小刚 《煤矿安全》 CAS 北大核心 2013年第11期71-74,共4页
对机掘工作面不同作业类型条件下瓦斯涌出的变化特征进行了分析,提出了与作业类型密切相关的瓦斯涌出波动幅度和下离差2项动态特征指标,通过样本分析获得了2项指标的作业类型判识阀值。并依此建立了工作面作业类型判识模型,开发了实时... 对机掘工作面不同作业类型条件下瓦斯涌出的变化特征进行了分析,提出了与作业类型密切相关的瓦斯涌出波动幅度和下离差2项动态特征指标,通过样本分析获得了2项指标的作业类型判识阀值。并依此建立了工作面作业类型判识模型,开发了实时作业类型动态识别软件模块。应用该模型对该机掘工作面作业类型进行了识别,识别结果与实际工程作业符合性较好,判识结果输出直观便捷。 展开更多
关键词 瓦斯浓度 波动幅度 下离差 作业类型 识别
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Tectonic contrast between the conjugate margins of the South China Sea and the implication for the differential extensional model 被引量:8
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作者 DONG DongDong WU ShiGuo +1 位作者 LI JiaBiao Thomas LüDMANN 《Science China Earth Sciences》 SCIE EI CAS 2014年第6期1415-1426,共12页
The extensional model of the South China Sea(SCS)has been widely studied,but remains under debate.Based on the latest high-quality multi-channel seismic data,bathymetric data,and other obtained seismic profiles,the as... The extensional model of the South China Sea(SCS)has been widely studied,but remains under debate.Based on the latest high-quality multi-channel seismic data,bathymetric data,and other obtained seismic profiles,the asymmetric characteristics between the conjugate margins of the SCS are revealed and extensional model of the SCS margin is discussed further.Spatial variation of morphology,basement structure,and marginal faults are discovered among the SCS margin profiles.As for the NS-trending variation,the basement of northern margin displays in the shape of step downwards to the sea,while the basement of southern margin is composed of wide rotated and tilted blocks,without any obvious bathymetric change.The variation also exists in the development of marginal faults between the conjugate margins,and detachment fault system is identified on the southern margin.Along the southern margin from east to west,the Eastern and Southwestern Basins developed different structural units.Based on the tectonic contrast of the conjugate margins,differential extensional model is proposed to explain the spatial variation of the SCS structure,which introduces detachment faults controlling the evolution of the SCS.The upper crust above the detachment fault was deformed by simple shear,while the lower crust and upper mantle below the detachment fault was deformed by pure shear.Because of the different lateral transfer between the upper brittle faulting and the lower ductile extensional regions,there developed marginal plateau(Liyue basin)and outer rise(Zhenghe massif)on the lower plate margin of the Eastern Basin and the Southwestern Basin,respectively.The evolution of the present SCS may be influenced by the diachronous close of the paleo-SCS. 展开更多
关键词 South China Sea conjugate margin DETACHMENT differential extension
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Lower bounds on the minimum distance in Hermitian one-point differential codes
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作者 KORCHMROS Gábor NAGY Gábor Pétery 《Science China Mathematics》 SCIE 2013年第7期1449-1455,共7页
Korchmaros and Nagy [Hermitian codes from higher degree places. J Pure Appl Algebra, doi: 10. 1016/j.jpaa.2013.04.002, 2013] computed the Weierstrass gap sequence G(P) of the Hermitian function field Fq2 (H) at a... Korchmaros and Nagy [Hermitian codes from higher degree places. J Pure Appl Algebra, doi: 10. 1016/j.jpaa.2013.04.002, 2013] computed the Weierstrass gap sequence G(P) of the Hermitian function field Fq2 (H) at any place P of degree 3, and obtained an explicit formula of the Matthews-Michel lower bound on the minimum distance in the associated differential Hermitian code CΩ(D, mP) where the divisor D is, as usual, the sum of all but one 1-degree Fq2-rational places of Fq2 (H) and m is a positive integer. For plenty of values of m depending on q, this provided improvements on the designed minimum distance of CΩ(D, mP). Further improvements from G(P) were obtained by Korchmaros and Nagy relying on algebraic geometry. Here slightly weaker improvements are obtained from G(P) with the usual function-field method depending on linear series, Riemann-Roch theorem and Weierstrass semigroups. We also survey the known results on this subject. 展开更多
关键词 AG code Weierstrass gap Hermitian curve
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