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operator field     
相关语句
  算子场
     The concept of measurable operator field of π spaces is introduced, and two charaters of measurable operator field are obtained.
     讨论π空间上的约化理论.引入π空间的算子场及其可测性的概念,给出了算子场可测的两个等价条件.
短句来源
  算符域
     This paper Proceeds from the non-locally convex theory of topological vector spaces. We structure a locally convex linear topology in the operator field Q of Mikusiskì, and such that some class of the topology Γ convergence sequences which is the type Ⅱ′ convergence sequences, the type Ⅱ′convergence sequences is the convergent sequences for this topology.
     本文借助[8]的理论,在Mikusinski算符域Q中构造一个线性拓扑Γ(没有局部凸条件的),使得Mikusinski算符域中拓扑Γ下的某类列收敛是类型Ⅱ′收敛的,而类型Ⅱ′收敛列则是拓扑Γ下的收敛列。
短句来源
     On the basis of[10],we consider the operator -valued functions defined on the internal J,the、value of which is in the subalgebra Q_0 of Mikusinski operator field Q Q_0 is the separated Frechet space ,and discuss their concept and con-clusion of continuity, bounded variation on property, differentiability,integrability,etc.
     在文献[10]工作的基础上,先考虑定义在区间J上取位于Miku-sinski算符域Q的子代数Q_0的算符函数(Q_0为可离的Frechet空间);
短句来源
  “operator field”译为未确定词的双语例句
     MEASURABLE OPERATOR FIELD OF Π SPACES
     π空间的算子可测场
短句来源
     Properties of measurable operator field of πspaces
     π空间上算子可测场的性质
短句来源
     Properties of measurable operator field of π spaces are given,and convergence problems of integral sequence of measurable operator field are discussed.
     研究π空间上的约化理论 . 给出π空间上算子可测场的范数性质 ,讨论了算子可测场积分序列的收敛性 .
短句来源
     These coherent states are of temporal stability,and can be regarded as the eigenstates of the lower operator with the eigenvalues in an operator field and as the rotational states of the generalized minimal uncertainly states as well.
     该相干态具有时间稳定性 ,既可以看成本征值为算符函数的降算符本征态 ,也可以看成广义极小测不准状态的转动态 .
短句来源
  相似匹配句对
     Inverse Operator and Solving Electromagnetic Field
     算子可逆性与电磁场的求解
短句来源
     A Phase Operator for the Light Field
     光场相位算符
短句来源
     PRODUCTS FIELD
     产品纵横
短句来源
     There is reinfection in field.
     鱼腥草紫斑病在田间具多次再侵染。
短句来源
     OPERATOR COMMANDS
     操作员命令
短句来源
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  operator field
We propose a new approach to the formulation of some operator field equations.
      
The method of finite differences for some operator field equations
      
A note on the derivations of Mikusiński's operator field
      
The solution is in the form of an integral over all spectral frequencies of the field and has an Ehrenfest correspondence with the operator field of quantum electrodynamics (QED).
      
On continuous endomorphisms of Mikusinski's operator field
      
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This paper Proceeds from the non-locally convex theory of topological vector spaces. We structure a locally convex linear topology in the operator field Q of Mikusiskì, and such that some class of the topology Γ convergence sequences which is the type Ⅱ′ convergence sequences, the type Ⅱ′convergence sequences is the convergent sequences for this topology.

本文借助[8]的理论,在Mikusinski算符域Q中构造一个线性拓扑Γ(没有局部凸条件的),使得Mikusinski算符域中拓扑Γ下的某类列收敛是类型Ⅱ′收敛的,而类型Ⅱ′收敛列则是拓扑Γ下的收敛列。

On the basis of [10] , weconsier the Operator-valued functio ns bedefined on the interual J and the value in the silbalgebra Q_0 of Mikusinski operator field Q, Q_0 is the separated Frechet space,and discuss theirconcept and concl usion ofcontinuity,bounded ar1ati-von property differentiability integrability etc in rather svstemand deeping,this is a generalization and deepeen to the original concept and coclusion ofMikusinski for those thereby,they are extended to Q by the property of the strictinductive...

On the basis of [10] , weconsier the Operator-valued functio ns bedefined on the interual J and the value in the silbalgebra Q_0 of Mikusinski operator field Q, Q_0 is the separated Frechet space,and discuss theirconcept and concl usion ofcontinuity,bounded ar1ati-von property differentiability integrability etc in rather svstemand deeping,this is a generalization and deepeen to the original concept and coclusion ofMikusinski for those thereby,they are extended to Q by the property of the strictinductive limit topolegy,such that this thcory of operator-valued functionsbe discussed in topologieal vector space, his will establish some basis for solving generaliz-ed operator(Ordinany or Partinl)differential equations.

在文献[10]的基础上,考虑了定义在区间J上取值于Mikusinski算符域Q的子代数Q_0(Q_0可分离的Frechet空间)的算符函数,较系统和深入研究了它们的连续、圆变、可导、可积等概念和结果,从而利用严格归纳极限拓朴的性质,将其拓广到Q中去,使得算杆函数理论纳入到拓扑向量空间中讨论,为求解一般的算符(常或偏)微分方程奠定了基础。

On the basis of[10],we consider the operator -valued functions defined on the internal J,the、value of which is in the subalgebra Q_0 of Mikusinski operator field Q Q_0 is the separated Frechet space ,and discuss their concept and con-clusion of continuity, bounded variation on property, differentiability,integrability,etc. in deep and systematical way, This is a generalization deep to the origi- nal concept and conclusion of Mikusinski for those thereby, they are extended to Qby the property of the strict...

On the basis of[10],we consider the operator -valued functions defined on the internal J,the、value of which is in the subalgebra Q_0 of Mikusinski operator field Q Q_0 is the separated Frechet space ,and discuss their concept and con-clusion of continuity, bounded variation on property, differentiability,integrability,etc. in deep and systematical way, This is a generalization deep to the origi- nal concept and conclusion of Mikusinski for those thereby, they are extended to Qby the property of the strict inductive limit topoiogy and thus the theory of oper-ator-valued functions be discussed in to cological vector soace,this will establishsome basis for solving generalized OPerator(Ordinary or Partial)differential equa-tions.

在文献[10]工作的基础上,先考虑定义在区间J上取位于Miku-sinski算符域Q的子代数Q_0的算符函数(Q_0为可离的Frechet空间);并且较系统和深入地研究了它们的连续、圆变、可导、可积等概念和结果,从而利用严格归纳极限拓朴的性质,将其自然地拓广到Q中去,使得算符函数这一理论纳入到拓朴向量空间中讨论,为求解一般的算符(常或偏)微分方程奠定了一定的基础.

 
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