泛函分析

Nonlinear functional analysis is an important branch of modern analysis mathematics, because it can explain all kinds of natural phenomenal, more and more mathematics are devoting their time to it.

中文摘要：非线性泛函分析是现代分析数学的一个重要分支，因其能很好的解释自然界中各种各样的自然现象受到了越来越多的数学工作者的广泛关注。

Nonlinear functional analysis is an important branch of morderm analysis mathmatics, because it can explain all kinds of natural phenomenal, more and more mathematicans are devoting their time to it.

非线性泛函分析是现代分析数学的一个重要分支，因其能很好的解释自然界中的各种各样的自然现象受到了越来越多的数学工作者的关注。

This paper mainly further studies several focus problems in nonlinear functional analysis, unites and generalizes some known results in recent literature.

中文摘要：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。

Nonlinear functional analysis is an important branch of modern analytical mathematics, because it can explain many kinds of natural phenomena, more and more mathematicians are devoting their time into it.

中文摘要：非线性泛函分析是现代分析数学的一个重要分支，因其能很好的解释自然界中的各种各样的自然现象受到了越来越多的数学工作者的关注。

Nonlinear functional analysis is an important branch of modern analysis mathematics,it is developed progressively by the process of studying biology, modern physics, economics and other disciplines .

非线性泛函分析是现代分析数学的一个重要分支，是人们在研究生物学、现代物理学、经济学等学科的过程中逐渐发展起来的。

Nonlinear functional Analysis is an important branch of morderm mathmatics.

中文摘要：非线性泛函分析是现代分析数学的一个重要分支。

Nonlinear functional Analysis is an important branch of morderm math-matics .

中文摘要：非线性泛函分析是现代分析数学的—个重要分支。

It provides an effect theoretical tool for studying many nonlinear problems, mainly including topological degree method , variational method , partial ordering method and analytic method and so on.

它为解决各种各样的非线性问题提供了一个富有成效的理论工具。利用非线性泛函分析研究问题的主要方法有：拓扑度理论、临界点理论、半序方法以及分析方法等。

New properties and improvements on VSI. Combining the density processof local absolute continuous measure, properties of the martingale space H1 and semi-martingale space, and the closed image theorem of functional analysis (see the proofs ofTheorem 2.4.5 and Theorem 2.4.10), we obtain the general form of Girsanov Theorem forsemi-martingale vector stochastic integral .

特别是利用局部绝对连续测度的密度过程、鞅空间H1与半鞅空间的性质以及泛函分析中的闭图像定理(见定理2.4.5与定理2.4.10的证明)获得了一般形式的半鞅向(来源：Ab6BC论a1文网www.abclunwen.com)量随机积分的Girsa-nov定理，它对于随机分析的理论与随机积分的应用都具有重要价值。

This paper using complex analyis and functional analysis,studies spirallike mappings on unit ball in several complex variables,and obtains the growth and covering theorems about a kind of spirallike mappings with zero of higher order.

以复分析与泛函分析为工具，研究多复变数单位球上的螺形映照，给出了一类螺形映照的高阶零点形式的增长和掩盖定理。

Cynanchum Lingtai apricot production in the average weight 65 grams, the brightly-colored fruit, juicy rich, sweet-sour taste, sweet from the nucleolus, when the late Qing Dynasty famous Shaanxi, Gansu provinces, the Qing imperial court Tongzhi tribute for years.

灵台生产的牛心杏平均单果重65克，果实色泽鲜艳，汁多味浓，甜酸适口，离核仁甜，清末时就驰名陕、甘两省，清同治年间曾为朝廷贡品。

Chenopodium album,Solanum nigrum, and Amaranthus retroflexus were very susceptible to the herbicides. Polygonum persicaria and Abutilon theophrasti were relatively less susceptible to the herbicides, and Lycopersicon esculentum was not susceptible to it. The relationship between reduction rates of weed biomass and PPM values of weed leaves 2,4, and 6 days after treatment was established.

供试的6种杂草对该混剂的敏感性存在显著差异：红心藜Chenopodium album、龙葵Solanum nigrum和反枝苋Amaranthus retroflexus对该混剂最敏感，ED90值分别为47.65、71.67和29.17g/hm2；春蓼Polygonum persicaria和苘麻Abutilon theophrasti敏感，ED90值分别为96.91、114.20g/hm2；而番茄不敏感。