| 一类泛函的径向极小元的局部一致估计 |
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| 引用本文： | 韩海燕. 一类泛函的径向极小元的局部一致估计[J]. 淮海工学院学报, 2014, 0(2): 14-16 |
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| 作者姓名： | 韩海燕 |
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| 作者单位： | 马鞍山师范高等专科学校教师教育系,安徽马鞍山243041 |
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| 摘 要： | 在带权的Ginzburg-Landau型泛函的径向极小元的整体估计的基础上,通过适当引入辅助泛函,以此来降低该整体估计右端的增长速度,最后使之不再增长或负增长,从而最终建立所需的局部一致估计,为进一步研究径向极小元的极限行为作铺垫.
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| 关 键 词： | 局部一致估计 径向极小元 Ginzburg-Landau型泛函 整体估计 |
Functional Analysis of Partial Consensus Estimate of a Class of Radial Minimizer |
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| HAN Hai-yan. Functional Analysis of Partial Consensus Estimate of a Class of Radial Minimizer[J]. Journal of Huaihai Institute of Technology:Natural Sciences Edition, 2014, 0(2): 14-16 |
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| Authors: | HAN Hai-yan |
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| Affiliation: | HAN Hai-yan (Dept. of Teacher Education, Ma＇anshan Teachers College, Ma＇anshan 243041, China) |
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| Abstract: | Based on the overall estimate of radial minimizer in weighted Ginzburg-Landau Function,the partial consensus estimate of the function was reached.Appropriate auxiliary function was introduced to reduce the overall growth rate of estimation at the right end so that the final estimate did not grow or had negative growth.Such a study can provide references for future researches into the limited behaviors of radial minimizer. |
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| Keywords: | partial consensus estimate radial minimizer Ginzburg-Landau Function overall estimate |
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