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不分明拓扑空间的覆盖维数
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作者 周群 杨应弼 《南京邮电学院学报》 1997年第4期185-188,共4页
研究了不分明(模糊)拓扑空间的覆盖维数,讨论了分明覆盖维数与不分明覆盖维数的关系。作为准备,还研究了有关拟连续的一些性质。
关键词 拓扑 模糊 覆盖维数
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覆盖Gorenstein AC-平坦维数 被引量:1
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作者 陈东 胡葵 《广西师范大学学报(自然科学版)》 CAS 北大核心 2020年第6期51-55,共5页
引入模的覆盖Gorenstein AC-平坦维数,讨论Gorenstein AC-平坦模类扩张封闭的条件,并由此给出Gorenstein AC-平坦模类稳定性的一个充分条件,完善了相关文献对Gorenstein AC-平坦模性质及Gorenstein AC-平坦模类具有稳定性条件的讨论。
关键词 Gorenstein AC-平坦模 覆盖Gorenstein AC-平坦(内射) 稳定性
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W-Gorenstein平坦维数 被引量:2
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作者 李雪妍 张文汇 《吉林大学学报(理学版)》 CAS CSCD 北大核心 2016年第6期1236-1242,共7页
设W是包含所有内射模的模类.通过在任意结合环上引入模的覆盖W-Gorenstein平坦维数,刻画W-Gorenstein平坦模类的投射可解性,并证明了:对任意R-模M和任意正整数n,若模M的覆盖W-Gorenstein平坦维数为n,则存在R-模的正合列0→K→H→M→0,其... 设W是包含所有内射模的模类.通过在任意结合环上引入模的覆盖W-Gorenstein平坦维数,刻画W-Gorenstein平坦模类的投射可解性,并证明了:对任意R-模M和任意正整数n,若模M的覆盖W-Gorenstein平坦维数为n,则存在R-模的正合列0→K→H→M→0,其中fd(K)=n-1,H是W-Gorenstein平坦模;W-Gorenstein平坦维数不超过覆盖W-Gorenstein平坦维数,且当覆盖W-Gorenstein平坦维数有限时,二者相等. 展开更多
关键词 W-Gorenstein平坦 覆盖W-Gorenstein平坦 W-GF闭环
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关于G_C-平坦维数
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作者 张文汇 李雪妍 《西北师范大学学报(自然科学版)》 CAS 北大核心 2016年第6期1-5,共5页
在任意结合环上引入了模的覆盖G_C-平坦维数,对G_C-平坦模类的投射可解性给出刻画.证明了模的G_C-平坦维数不超过其覆盖G_C-平坦维数,并且在GF_C闭环上二者相等.
关键词 GC-平坦 GFC闭环 覆盖GC-平坦
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On Gorenstein FP-injective modules 被引量:1
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作者 曾月迪 陈建龙 《Journal of Southeast University(English Edition)》 EI CAS 2011年第1期115-118,共4页
An R-module M is called Gorenstein FP-injective if there is an exact sequence …→E1→E0→E^0→E^1→… of FP-injective R-modules with M=ker(E^0→E^1) and such that Hom(E,-) leaves the sequence exact whenever E is ... An R-module M is called Gorenstein FP-injective if there is an exact sequence …→E1→E0→E^0→E^1→… of FP-injective R-modules with M=ker(E^0→E^1) and such that Hom(E,-) leaves the sequence exact whenever E is an FP-injective R-module.Some properties of Gorenstein FP-injective are obtained.Moreover,it is proved that a ring is left Noetherian if and only if every Gorenstein FP-injective left R-module is Gorenstein injective.Furthermore,it is shown that over an n-FC and perfect ring R,a left R-module M is Gorenstein FP-injective if and only if MFH for some FP-injective left R-module F and some strongly Gorenstein FP-injective R-module H.In view of this,Gorenstein FP-injective precovers and Gorenstein FP-injective preenvelopes are considered. 展开更多
关键词 coherent ring Gorenstein FP-injective dimension Gorenstein FP-injective precover Gorenstein FP-injective preenvelope
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在抽象凸结构中的逼近选择定理及其应用
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作者 侯吉成 《数学年刊(A辑)》 CSCD 北大核心 2003年第6期705-710,共6页
本文首先建立了一个新的逼近选择定理,然后作为这个定理的应用,给出对于非H-凸像集值映射的一个不动点定理.
关键词 Hausdorff下半连续 广义Zima型 H-空间 下半连续 覆盖维数
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Effects of Vegetation Cover and Rainfall Intensity on Sediment-Bound Nutrient Loss,Size Composition and Volume Fractal Dimension of Sediment Particles 被引量:27
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作者 ZHANG Guan-Hua LIU Guo-Bin +1 位作者 WANG Guo-Liang WANG Yu-Xia 《Pedosphere》 SCIE CAS CSCD 2011年第5期676-684,共9页
Vegetation and rainfall are two important factors affecting soil erosion and thus resulting in nutrient loss in the Chinese Loess Plateau.A field experiment was conducted to investigate the effects of rainfall intensi... Vegetation and rainfall are two important factors affecting soil erosion and thus resulting in nutrient loss in the Chinese Loess Plateau.A field experiment was conducted to investigate the effects of rainfall intensities(60,100 and 140 mm h-1) and vegetation(Caragana korshinskii) coverages(0%,30% and 80%) on soil loss,nutrient loss,and the composition and volume fractal dimension of eroded sediment particles under simulated rainfall conditions.The results showed that vegetation cover,rainfall intensity and their interaction all had significant effects on sediment transport and the sedimentbound nutrient loss.Higher rainfall intensity and lower coverage led to higher sediment and nutrient losses.Positive linear relationships were observed between soil loss and nutrient loss.The treatments showed more significant effects on the enrichment ratio(ER) of nitrogen(ERN) than organic matter(EROM) and phosphorus(ERP).Compared with the original surface soil,the eroded sediment contained more fine particles.Under the same coverage,the clay content significantly decreased with increasing rainfall intensity.The ER of sediment-bound nutrients was positively correlated with that of clay,suggesting that the clay fraction was preferentially eroded and soil nutrients were mainly adsorbed onto or contained within this fraction.There were increments in the fractal dimension of the sediment particles compared to that of the original surface soil.Moreover,the fractal dimension was positively correlated with clay,silt,and sediment-bound OM,N,and P contents,whereas it was negatively correlated with sand content.This study demonstrated that fractal dimension analysis can be used to characterize differences in particle-size distribution and nutrient loss associated with soil erosion. 展开更多
关键词 fractal features Loess Plateau particle-size distribution runoff nutrients simulated rainfall
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Effects of overburden, rock strength and pillar width on the safety of a three-parallel-hole tunnel 被引量:3
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作者 Shong-loong CHEN Guo-wei LI Meen-wah GUI 《Journal of Zhejiang University-Science A(Applied Physics & Engineering)》 SCIE EI CAS CSCD 2009年第11期1581-1588,共8页
During the excavation of three-parallel-hole tunnel, the tunnel might collapse due to over-stress as a result of inadequate rock pillar width. Treating the rock overburden depth, rock strength, and rock pillar width a... During the excavation of three-parallel-hole tunnel, the tunnel might collapse due to over-stress as a result of inadequate rock pillar width. Treating the rock overburden depth, rock strength, and rock pillar width as variables, a series of 3D numerical analysis was carried out to examine the effect of each variable on the safety of the tunnel, in particular the rock pillar. A stress strength ratio (SSR) was used to define whether the safety of the rock pillar was exceeded. A simple design chart for the case of three-parallel-hole tunnel, which took into account the influence of overburden depth, rock pillar width, and rock strength, was also proposed for used in the preliminary design stage. 展开更多
关键词 Three-parallel-hole tunnel Tunnels interaction Rock pillar Numerical analysis Stress strength ratio (SSR)
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