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具因果算子的分数微分方程最大值解的存在性(英文)
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作者 李成福 蒋静菲 李石启 《湘潭大学自然科学学报》 CAS CSCD 北大核心 2012年第3期1-6,共6页
研究具因果算子的分数微分方程最大值解的存在性.
关键词 分数微分方程 因果算子 最大值解
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具有因果算子的集值微分系统解的相对稳定性
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作者 王培光 王伟康 鲍俊艳 《数学进展》 CSCD 北大核心 2024年第4期809-824,共16页
本文利用集值微分方程理论和Lyapunov函数方法,建立了具有因果算子的集值微分方程的比较原理,研究了在Hukuhara导数意义下的具有因果算子的集值微分系统解的相对稳定性、相对实用稳定性和相对Lipschitz稳定性问题,并得到了其相应的判别... 本文利用集值微分方程理论和Lyapunov函数方法,建立了具有因果算子的集值微分方程的比较原理,研究了在Hukuhara导数意义下的具有因果算子的集值微分系统解的相对稳定性、相对实用稳定性和相对Lipschitz稳定性问题,并得到了其相应的判别准则. 展开更多
关键词 集值微分系统 因果算子 比较原理 相对稳定性
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单调迭代技巧处理一类二阶周期边值问题
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作者 刘炜玮 林秀华 《曲阜师范大学学报(自然科学版)》 CAS 2008年第3期29-32,共4页
用单调迭代方法研究一类带因果算子的周期边值问题.
关键词 因果算子的周期边值问题 单调迭代 正解
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Calculations of stability of alloyed cementite from valance electron structure
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作者 王红军 刘宏玉 +4 位作者 刘礼 曾晓宇 卢建夺 林冲 徐红兵 《Journal of Central South University》 SCIE EI CAS CSCD 2017年第2期259-269,共11页
Based on the empirical electronic theory of solids and molecules (EET), the actual model for unit cell of cementite (0-FeaC) was built and the valence electron structures (VES) of cementite with specified site a... Based on the empirical electronic theory of solids and molecules (EET), the actual model for unit cell of cementite (0-FeaC) was built and the valence electron structures (VES) of cementite with specified site and a number of Fe atoms substituted by alloying atoms of M ( M=Cr, V, W, Mo, Mn ) were computed by statistical method. By defining P as the stability factor, the stability of alloyed cementite with different numbers and sites of Fe atoms substituted by M was calculated. Calculation results show that the density of lattice electrons, the symmetry of distribution of covalent electron pairs and bond energy have huge influence on the stability of alloyed cementite. It is more stable as M substitutes for FeE than for Fe1. The alloyed cementite is the most stable when Cr, Mo, W and V substitute for 2 atoms of Fe2 at the sites of Nos. 2 and 3 (or No. 6 and No. 7). The stability of alloyed cementite decreases gradually as being substitutional doped by W, Cr, V, Mo and Mn. 展开更多
关键词 valence electron structure alloyed cementite stability density of lattice electrons symmetry of bonds bond energy
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Non-perturbative QCD Effect on K-Factor of Drell-Yan Process
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作者 HOU Zhao-Yu ZHI Hai-Su CHEN Jun-Xiao 《Communications in Theoretical Physics》 SCIE CAS CSCD 2006年第3期517-520,共4页
By using a non-perturbative quark propagator with the lowest-dimensional condensate contributions from the QCD vacuum, the non-perturbative egect to K-factor of the Drell-Yan process is numerically investigated for 6^... By using a non-perturbative quark propagator with the lowest-dimensional condensate contributions from the QCD vacuum, the non-perturbative egect to K-factor of the Drell-Yan process is numerically investigated for 6^12C- 6^12C collision at the center-of-mass energy √s- 200 GeV, 630 GeV respectively. Calculated results show that the non-perturbative QCD effect has just a weak influence on K-factor in the two cases. 展开更多
关键词 K-FACTOR Drell-Yan process non-perturbative QCD
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