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strong smooth
相关语句
  强光滑
     Concepts of smooth, strong smooth and uniform smooth in locally convex topological vector spaces are presented.
     本文在局部凸线性拓扑空间中建立光滑性,强光滑和一致光沿概念. 主要结果有:一致光滑(?)
短句来源
     In this paper, we prove that if Banach space X is local k uniform rotund, then for every x∈S(X),f∈Σ(x) is a k strong smooth point of X * . We also obtain some properties of the local k uniform rotund space.
     本文证明了若Banach空间X是局部k-一致凸的,则对每个x∈S(X),f∈Σ(x)是X*的k-强光滑点,并得到局部k-一致凸空间的几个性质.
短句来源
     In this paper, we employ the characteristic function of Banach space and section of its dual space to give the characterizations of ksmooth and kstrong smooth points , and present another means of charactarizing ksmoothness and kstrong smoothness. 
     利用Banach空间的特征函数[1]及其对偶空间中的切片刻划k-光滑点[2]与k-强光滑点[2],从而给出刻划Banach空间的k-光滑性与k-强光滑性的另外两种方法。
短句来源
     This article gave some equivalent conditions for k_smooth and k_strong smooth of Banach space and discuss the relationship among k_uniformly smooth, locally k_uniformly smooth k_strong smooth and k_smooth.
     给出了Banach空间k_光滑与k_强光滑的一些等价条件,并讨论了k_一致光滑、局部k_一致光滑、k_强光滑与k_光滑之间的关系.
短句来源
  强光滑性
     In this paper, we employ the characteristic function of Banach space and section of its dual space to give the characterizations of ksmooth and kstrong smooth points , and present another means of charactarizing ksmoothness and kstrong smoothness. 
     利用Banach空间的特征函数[1]及其对偶空间中的切片刻划k-光滑点[2]与k-强光滑点[2],从而给出刻划Banach空间的k-光滑性与k-强光滑性的另外两种方法。
短句来源
  “strong smooth”译为未确定词的双语例句
     The Characteristics of K—strong Smooth
     K—强光滑的特征
短句来源
     The equivalence of strong smooth group and smooth group is proved,and it simplies this theory;
     证明了强smooth群与smooth群是等价的,简化了smooth群理论;
短句来源
     The main results are that uniform smooth strong smooth smooth, that there is a dual relation between smooth and strictly convex,that the uniformly smooth locally convex topological vector space is semi-reflexive, and that two theorems of approximation theory in normal space by Brosowski are extended to locally convex topological vector spaces.
     光滑性和严格凸是对偶关系; 一致光滑的局部凸空间必半自反,并把Brosowski B在赋范空间逼近论中的二个定理推广到局部凸线性拓扑空间中.
短句来源
     In this paper,We give two equivalent conditions of K—strong smooth,using the volume of a comvex set.
     本文利用凸集的体积,给出 K—强光滑的两个等价条件.
短句来源
  相似匹配句对
     The Characteristics of K—strong Smooth
     K—强光滑的特征
短句来源
     On the k-smooth and k-strong Smooth of Banach Space
     关于Banach空间k-光滑性与k-强光滑性
短句来源
     the strong emotion;
     情感强烈;
短句来源
     strong positive.
     强阳性(++),积分>4分。
短句来源
     smooth pellets;
     空心、光滑的菌球。
短句来源
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  strong smooth
The experiments were performed under strong smooth muscle activation induced by norepinephrine, and during relaxation induced by papaverine.
      


Concepts of smooth, strong smooth and uniform smooth in locally convex topological vector spaces are presented. The main results are that uniform smooth strong smooth smooth, that there is a dual relation between smooth and strictly convex,that the uniformly smooth locally convex topological vector space is semi-reflexive, and that two theorems of approximation theory in normal space by Brosowski are extended to locally convex topological vector spaces.

本文在局部凸线性拓扑空间中建立光滑性,强光滑和一致光沿概念.主要结果有:一致光滑(?)强光滑(?)光滑;光滑性和严格凸是对偶关系;一致光滑的局部凸空间必半自反,并把Brosowski B在赋范空间逼近论中的二个定理推广到局部凸线性拓扑空间中.

This paper presents a study of strong-field autoionization induced by strong smooth laser pulses. Basic equations and a series of analytical expressions are derived. Explicit results are discussed for the autoionization induced by an exponentially growing laser pulse. It is shown that the multipeak splitting is more evident in the high-energy photoelectron spectrum than in the low-energy spectrum.

本文研究了光滑激光脉冲作用下包含高阶离化的强场自电离过程,导出了其中的基本方程,得到了基态布居和光电子谱的一系列解析表达式。讨论了指数增长脉冲作用时的具体结果,发现高能谱比低能谱更能呈现出光电子谱在脉冲光作用下特有的多峰分裂。

The asymptotic behavior of solutions as t→+∞ of nonlinear evolution equations associ-ated with Volterra integral equations in real Banach space is discussed.For the initial valueproblem where A is m-accretive mapping defined on a subset D(A)contained in a real Banach spaceX. The following results concerning the asymptotic behavior of the strong solution u(t)havebeen obtained :l)Let X be reflective and satisfy Opial' s condition,then with appropriateassumptions,u(t) will converge weakly to an element of N(A)as...

The asymptotic behavior of solutions as t→+∞ of nonlinear evolution equations associ-ated with Volterra integral equations in real Banach space is discussed.For the initial valueproblem where A is m-accretive mapping defined on a subset D(A)contained in a real Banach spaceX. The following results concerning the asymptotic behavior of the strong solution u(t)havebeen obtained :l)Let X be reflective and satisfy Opial' s condition,then with appropriateassumptions,u(t) will converge weakly to an element of N(A)as t→+∞,where N(A)=A-1(0)={x|x∈D(A),Ax=0}(≠φ).2)Let X be a reflective and strong smooth Banachspace,then under appropriate hypotheses on A and G,u(t)will converge weakly to an ele-ment of N(A) at t→+∞。These results have extended the corresponding conclusiOns avail-able.

利用Banach空间几何特征理论,讨论了Banach空间中一类与非线性Volterra型积分方程有关的非线性发展方程解的渐近性态,并分别给出了此类方程的强解在无穷远处弱收敛与强收敛的收敛条件以及收敛结果,从而推广了已有的结论。

 
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