1) infinite matrix operator
无穷矩阵算子
1.
Discusses the relation between K complete continuity of infinite matrix operator A inperfect space and K convergence of {Ap∞} in locally convex toplogical algebra Σ(A).
本文讨论了完备空间内无穷矩阵算子Ａ的Ｋ全连续与局部凸拓扑代数Σ（λ）中｛Ａｐ∞｝的Ｋ收敛之间的关系，得到了两者等价的充要条件。
2) infinite matric operator algebra
无穷矩阵算子代数
3) infinite matrix
无穷矩阵
1.
The boundedness of the set of infinite matrix transformations from convergence-free space to sequence spaces is studied,and a general form of it is deducted.
研究了从收敛自由空间到序列空间l1的无穷矩阵变换的有界集的特征,得到了从一般的收敛自由空间到序列空间l1的无穷矩阵变换的一般形式。
2.
Let λ and μ be sequence space and have both the signed-weak gliding hump property,(λ,μ) be the algebra of the infinite matrix operators which transform λ to μ.
λ、μ是具有符号弱滑脊性的序列空间,(λ,μ)是λ到μ的无穷矩阵代数。
3.
This paper introduces the research development of the important effect algebra in quantum mechanics,and points out that it is of great significance to the establishment of mathematical foundation of quantum mechanics by making use of infinite matrix theory to study its convergent theory and invariants.
指出利用无穷矩阵理论研究其上的收敛理论和不变量,对建立量子力学的数学基础有重要意义。
4) Generalized similarity of indefinite dimensional Hamiltonian operator matrics
无穷维Hamilton算子矩阵广义相似
5) infinite-order linear equations
无穷阶矩阵
6) infinite matrix ring
无穷矩阵环
1.
We discuss derivation on infinite matrix rings, and prove that every derivation ofinfinite matrix rings with a finite number of nonzcro entries on a ring R can be represented asthe sum of two special derivations.
讨论无穷矩阵环上的导子,证明了环R上有限个元素不为零的无穷矩阵坏的每个导子均可表示为两个特殊导子之和。
补充资料：无穷小算子
无穷小算子
infinitesimal operator
无穷小算子Iinl而妞血‘啊玲口姗;一11中“H一Te3HM幼卜“从云onePaToPI 一些线性算子的名称，它们是一定类型映射的微分(d迁reten石al).这样，在一个微分流形上，一个无穷小算子或者无穷小变换份面刀i此加坦ltra留fo爪么石。n)就是一个向量场帅戈协rfi日Ld);在(算子或者变换的)半群理论中，就是一个(无穷小)生成算子(见半群的生成算子(罗nerati飞。讲fator ofa~一gro叩)). M.H.B。汕ex。那KH盛撰鲁世杰译葛显良校
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参考词条