- 更多网络例句与序列空间相关的网络例句 [注:此内容来源于网络,仅供参考]
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By using these convergence theorems,it presents the Silverman-To-eplitz regular theorem and Samaratunga-Sember theorem on the Abelian topologicalgroups,the Vitali-Hahn-Saks theorem on algebras and the weak sequentially completenesstheorem of 〓-dual spaces of sequence spaces,etc.
这是抽象分析中的两个基本定理。作为应用,给出了Abelian拓扑群上的Silverman-Toeplitz正则性定理、Samaratunga-Sember定理、代数上的Vitali-Hahn-Saks定理,以及序列空间的〓对偶空间之弱序列完备性定理等。
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Next,it shows that if vectorvalued normed sequence space Ehas the bounded uniformly convergence property or0-GHP,then Eis a barrelled space if and only if 〓.
其次证明了,若矢值赋范序列空间E有界一致收敛或者E具有0-GHP,那么E是桶型空间的充要条件为〓〓。
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Chapter 3 Some properties in Cesaro-Orlicz sequence spaces: In this chapter, the dual spaces of the Cesaro-Orlicz sequence spaces and the criteria for the extreme point are studied and the sufficient and necessary condition of which the spaces has theλ- property and the uniformλ- property is given by the above results.
第三章Cesaro-Orlicz序列空间中的一些基本性质:本章我们主要讨论了Cesaro-Orlicz序列空间的对偶空间,同时给出此空间中端点的判据,然后由此端点的判据我们证明了Cesaro-Orlicz序列空间具有λ-性质,最后我们得到了此空间中一致λ-性质的等价条件。
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By using theories of almost type functions,the theorem about relation of asymptotically periodic functions and asymptotically periodic sequences ,as well as the equipollence of vector-valued asymptotically periodic functions and almost periodic functions on R+ are obtained.
利用概周期型函数的理论,得出了渐近周期函数和渐近周期序列二者的关系定理,以及R+上的向量值渐近周期函数与概周期函数的等价关系。研究了渐近强周期函数空间、渐近周期序列空间的可分性质
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For the analysis properties of infinite matrix,first,it establishes the automatic conti-nuity theorems on the sequence spaces with 0-GHP or WGHP,and the automaticboundedness theorem on the sequence spaces with 0-GHP.
在无穷矩阵的分析性质方面,建立了具有0-GHP或具有WGHP的矢值序列空间上无穷矩阵算子的自连续性定理,以及具有0-GHP矢值序列空间上无穷矩阵算子的自有界性定理。
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Here, we characterize sequential separability and prove that l_p is a separable space if and only if E is a separable space and l_p is a GAK_space.
关于Banach序列空间lp,讨论的主要问题之一就是E的几何性质能否提升到lp中去,在文中,刻划了lp的序列可分性,证明了lp是可分的当且仅当E是可分的以及lp是GAK 空间
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Best scheduling is obtained by searching good sequence in the sequence space.
在序列空间中,通过寻找好的序列以得到最佳的排序。
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Then,it notices that all infi-nite matrix operators between the sequence spaces with the WGHP may form a topologicalalgebra.It also studies the weak sequentially completeness of this class of topological al-gebras and some other basic properties.
其次发现了具有WGHP序列空间上无穷矩阵算子所成之拓扑代数,并研究了这类无穷矩阵拓扑代数的弱序列完备性等一些基本性质。
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Musielak-Orlicz space is a common generalization. The weak topology of Musielak-Orlicz sequence space is investigates , the conclusion that had been get in Orlicz space has been expanded.The result can be enlarged to Musielak-Orlicz sequence space too.
本章主要讨论了Musielak-Orlicz 空间中弱拓扑的若干内容,Orlicz 空间中的相应结果得以扩充,类似的结果也可应用于Musielak-Orlicz 序列空间。
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We know that the c_0 spaces and l_1 spaces are not reflexive spaces, whether the ajoint semigroups on them are strongly continuous semigroups?
序列空间c_0空间、l_1空间都不是自反空间,那么定义在其上的强连续半群的对偶半群是否为强连续半群呢?
- 更多网络解释与序列空间相关的网络解释 [注:此内容来源于网络,仅供参考]
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Cauchy sequence:柯西序列
更重要的,它是完备的(Complete)--代表任何一个柯西序列 (Cauchy sequence)都有极限. 又是老王可是熟悉的名词啊. 这是啥意思呢? 就是文章a和b差别,文章b和c如果能在这个空间里表达和量化,那文章a和c的差别也一定有一个界限并且还在这个空间里.
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sequentially compact space:序列式紧空间
序列弱完备|sequentially weak complete | 序列式紧空间|sequentially compact space | 序列完备|sequentially complete
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sequentially complete space:序列完备空间
sequentially compact set 列紧集 | sequentially complete space 序列完备空间 | serial correlation 自相关
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spectral sequence of a fiber space:纤维空间的谱序列
纤维空间|fiber space | 纤维空间的谱序列|spectral sequence of a fiber space | 纤维映射|fibre mapping
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horizontal-series lattice spacing:水平序列晶格空间
horizontal-scanning line 平面同步扫描线 | horizontal-series lattice spacing 水平序列晶格空间 | horizontal-shaft arrangement 横轴式布置
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normal sequence space:正规序列空间
nonhomogeneous search space 非齐次搜索空间 | normal sequence space 正规序列空间 | normal space 标准间隔; 正规空间
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normal space:标准间隔,正规空间
normal sequence space 正规序列空间 | normal space 标准间隔; 正规空间 | normal spectral measure space 正规谱测度空间
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sequence of signs:符号序列
sequence of sets 集序列 | sequence of signs 符号序列 | sequence space 序列空间
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sequence space:序列空间
sequence of signs 符号序列 | sequence space 序列空间 | sequencing 排序
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space sequence relation:空间序列
site overall arrangement场地布局 | space sequence relation空间序列 | specification指定、指明、详细说明书