nonlinear functional analysis中文是什么意思

• 非线性泛函分析

• "functional"中文翻译    adj. 1.官能的，机能的。 2.在起作用的；职务上的 ...
• "analysis"中文翻译    n. (pl. -ses ) 1.分解，分析；【数学】解 ...
• "nonlinear analysis" 中文翻译 :    非线性分析
• "analysis, functional" 中文翻译 :    功能分析
• "functional analysis" 中文翻译 :    泛函分析; 功能性分析; 函数分析; 机能分析; 用途分析；功能分析; 职能分析
• "nonlinear circuit analysis" 中文翻译 :    非线性电路分析
• "nonlinear dynamic analysis" 中文翻译 :    非线性动力分析
• "nonlinear finite element analysis" 中文翻译 :    非线性有限元分析
• "nonlinear regression analysis" 中文翻译 :    非线性回归分析
• "nonlinear seismic analysis" 中文翻译 :    非线性地震分析
• "nonlinear system analysis" 中文翻译 :    非线性系统分析
• "standard nonlinear discriminant analysis" 中文翻译 :    标准非线性判别分析
• "analogue functional analysis" 中文翻译 :    类似功能分析
• "analysis of functional relationship" 中文翻译 :    函数关系分析
• "analysis, dynamic functional" 中文翻译 :    动态功能分析
• "applied functional analysis" 中文翻译 :    应用泛涵分析; 应用泛函分析
• "dynamic functional analysis" 中文翻译 :    动态功能分析
• "fja-functional job analysis" 中文翻译 :    功能性工作分析法
• "functional analysis approach" 中文翻译 :    功能分析方法
• "functional analysis system technique" 中文翻译 :    功能分析的系统方法; 功能系统分析
• "functional gronp analysis" 中文翻译 :    官能团分析
• "functional group analysis" 中文翻译 :    官能团分析
• "functional job analysis" 中文翻译 :    功能性工作分析法
• "functional job analysis fja" 中文翻译 :    职能工作分析
• "functional morphologic analysis" 中文翻译 :    功能形态分析

• The study for the general principle on ordered sets in nonlinear functional analysis
  非线性泛函分析序集一般原理的研究
• This paper mainly further studies several focus problems in nonlinear functional analysis , unites and generalizes some known results in recent literature
  本文主要对非线性泛函分析中的几个热点问题作了进一步的分析和研究，对已有的结果进行了统一和推广。
• Professor guo dajun has summarized in his work [ 7 ] . such several important tasks and theirs application of nonlinear functional analysis as typical nonlinear operators , hammerstein integral operations , ordinarily and partially differential equations . the cone theory , the positive solutions of nonlinear operator equations , the number and the branch of solutions , and so on . reference [ 1 ] includes all levels of results of the domain such as nonlinear functional analysis
  郭大钧先生在专著[ 7 ]中对非线性泛函分析的几个重要课题及其应用，诸如典型的非线性算子、 hammerstein积分方程、常、偏微分方程、迁移方程、锥理论及非线性算子方程的正解、非线性算子拓扑度和不动点定理以及固有值、解的个数与分支，都做了系统的概括和总结
• Throughout the following of this section , e denotes a real banach space and p is a cone in e . in chapter , a new three - solution theorem is obtained . moreover , the famous amann ' s and leggett - williams " three - solution theorems in nonlinear functional analysis can be seen as its special cases , namely they are united . so they are improved . the main results can be stated as the following : let d be a nonempty bounded close convex subset in e , and nonnegative continuous functional on d . and is concave while is convex . suppose 0 < d and denote
  首先我们约定，在下文中， e是实banach空间， p是e中的锥。在第一章中，我们利用锥理论与不动点指数理论统一了著名的amann三解定理与leggett - williams三解定理。主要结论是：设d是e中的非空有界闭凸集， ，是d上的非负连续泛函，且是凹泛函，是凸泛函。
• Nonlinear functional analysis is a subject . old but fashionable . its abundant theories and advanced methods are providing powerful and fruitful tools in solving ever increasing nonlinear problems in the fields of science and technology . though the theories of integral and differential equations in banach spaces , as new branches of nonlinear functional analysis . have developed for no more than thirty years , they are finding extensive applications in such domains as the critical point theory , the theory of partial differential equa - tions , eigenvalue problems . and so on , are attracting much more attentions from both pure and applied mathematicians
  非线性泛函分析是一门既悠久又现代的学科，它的丰富理论和先进方法为解决当今科技领域层出不穷的非线性问题提供了卓有成效的工具，作为自非线性泛函分析中衍生发展起来的新的分支， banach空间微分方程和积分方程理论虽经历了不足三十年的发展过程，然而它已被广泛应用于诸如临界点理论，偏微分方程理论，特征值问题等许多领域，其重要性日益凸现出来