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1.A FEW PROPERTIES OF B-COMPACT OPERATOR IN LOCAL CONVEX SPACES
局部凸空间下B—紧算子的几个性质收藏指正
2.Let X be a uniformly convex Banach space, T : XD(T)→ X be an m-accretive and also strongly accretive operator, T0 : X→X be a linear compact operator, and C : X→ X be a completely continuous operator.
设X为一致凸的Banach空间,T:X(?) D(T)→X为m—增生的且强增生的算子,T_0:X→X为线性紧算子。收藏指正
3.In this paper, some sufficient and necessary conditions are given for the composition operator C? to be a bounded or compact operator from the space F(p, q, s) to the spaceβαon B. At the same time, as corollaries, some corresponding results between Bloch type spaces are obtained.
该文分别给出了单位球B上空间F(p,q,s)到空间βα之复合算子C?为有界算子和紧算子的充要条件．同时作为推论获得了Bloch型空间的相应结果．收藏指正
4.At the same time, we get the necessary and sufficient conditions that T_ ψ,φ is a bounded operator from Bloch type space βp to βq for p>1,0≤q≤1 and the necessary and sufficient conditions that T_ ψ,φ is a compact operator from Bloch type space βp to βq for 0≤p, q<∞.
同时得到了Tψ,φ是Bloch型空间βp到βq(p>1,0≤q≤1)有界算子的充要条件以及Tψ,φ是Bloch型空间βp到βq(0≤p,q<∞)紧算子的充要条件.收藏指正
5.Error Estimate to the Simplified Iteration for the PositiveSemi-Definite,Compact and Self-Adjoint Operator Equation
自共轭半正定紧算子方程简化迭代的误差估计收藏指正
6.You can see that this code is more compact than what you’d need to write without the ternary operator:
可以看出，假设用普通的if-else结构写上述代码，代码量会比上面多出许多。如下所示:收藏指正
7.. We discuss the induced Borel measure, we use the property of compact Carleson measure to characterise the compactness about the composition operator C?
为紧算子的充要条件,在此基础上通过对引入的Borel测度的讨论,找到了利用紧Carleson测度的性质作为复合算子C?收藏指正
8.HARMONIC ANALYSIS FOR OPERATOR ON A LOCALLY COMPACT ABELIAN GROUP——F.RIESZ AND M.RIESZ THEOREM
局部紧Abel群情况下的算子调和分析——F.Riesz和M.Riesz定理收藏指正
9.In this paper the authors study proprieties of certain convolution operators on L (G) and weighted BMO(a)(G) spaces,where G is a locally compact totally disconnected group with a suitable sequence of open compact subgroups. The authors prove that if the kernel satisfies certain conditions, then the convolution operator is bounded from L to BMO(a) or from BMO(a) to BMO().
本文主要讨论了定义在局部紧的全不连通群G上的一类卷积算子在加权L（G）和BMO（a）空间的性态．证明了如果卷积算子的核满足适当的条件，则算子是L（G）到BMO（a）有界的或是BMO（a）到BMO（a）有界的．收藏指正
10.Let G be a locally compact Vilenkin group. In this paper the authors study the boundedness of some kinds of sublinear operators and Calderón-Zygmund operator on Herz-type Hardy space on G.
G表示局部紧的Vilenkin群,在论文中作者将研究某些次线性算子和Calderón-Zygmund算子在Herz型Hardy空间上的有界性.收藏指正
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