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四阶椭圆方程基态解的集中性态 被引量:2
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作者 罗琳 徐国进 《数学物理学报(A辑)》 CSCD 北大核心 2007年第4期761-768,共8页
该文分析了四阶椭圆方程Δ~2u=|x|~αu^(p-1),x∈Ω;u=Δu=0,x∈■Ω,(Ω表示R^n中以原点为中心的球)基态解的集中性态,并证明了当p趋近于2~*=(2_n/n-4)(n>4)时基态解u_p集中在Ω的边界附近.
关键词 集中性态 椭圆方程 集中紧原理
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Hénon方程基态解的集中性态(英文) 被引量:2
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作者 罗琳 彭双阶 《数学杂志》 CSCD 北大核心 2003年第4期417-422,共6页
本文主要分析了含原点区域上零边界条件的H啨non方程 -Δpu =|x|αuq - 1基态解的集中性态 ,证明了当q→p =np/(n -p) ,(n >p >1 )时 。
关键词 集中性态 HENON方程 集中紧原理
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A graded index for evaluating precipitation heterogeneity in China 被引量:1
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作者 刘永林 延军平 +3 位作者 岑敏仪 方群生 刘铮瑶 李英杰 《Journal of Geographical Sciences》 SCIE CSCD 2016年第6期673-693,共21页
Precipitation heterogeneity has a nontrivial influence on human life. Many studies have analyzed precipitation heterogeneity but none have proposed a systematic graded index for its evaluation, and therefore, its true... Precipitation heterogeneity has a nontrivial influence on human life. Many studies have analyzed precipitation heterogeneity but none have proposed a systematic graded index for its evaluation, and therefore, its true characteristics have not been expressed. After comparisons of various methods, the precipitation concentration degree(PCD) method was selected to study precipitation heterogeneity. In addition to the PCD, normal distribution functions, cumulative frequencies, and percentiles were used to establish a graded index for evaluating precipitation heterogeneity. A comprehensive evaluation of precipitation heterogeneity was performed, and its spatiotemporal variation in China from 1960 to 2013 was analyzed. The results indicated that(1) seven categories of precipitation heterogeneity were identified(high centralization, moderate centralization, mild centralization, normal, mild dispersion, moderate dispersion, and high dispersion) and(2) during the study period, the precipitation in more parts of China tended to be normal or dispersed, which is beneficial to human activities. 展开更多
关键词 HETEROGENEITY precipitation concentration degree evaluation index comprehensive evaluation China
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