運算元代數 的英文怎麼說

中文拼音 [yùnsuànyuándàishǔ]
運算元代數 英文
operator algebras
  • 運 : Ⅰ動詞1 （物體位置不斷變化） move; revolve 2 （搬運; 運輸） carry; transport 3 （運用） use; wield...
  • 算 : Ⅰ動詞1 （計算數目） calculate; reckon; compute; figure 2 （計算進去） include; count 3 （謀劃;計...
  • 代 : Ⅰ動詞1 （代替） take the place of; be in place of 2 （代理） act on behalf of; acting Ⅱ名詞1 （歷...
  • 數 : 數副詞（屢次） frequently; repeatedly
  • 運算 : [數學] operation; arithmetic; operating
  1. Depiction of industrial robot ' s jacobin matrix by soa

    工業機器人雅可比的空間運算元代數描述
  2. This method provides a way to investigate the onto isometries of other space of operators or operators algebras

    此法為以後研究其他運算元空間或運算元代數的等距離提供了一條新的途徑。
  3. Lipschitz - operator algebras on non - compact metric space

    空間上運算元代數的超自反性
  4. Program : to present new research results in the representation theory of finite and infinite dimensional algebras, lie algebras, algebraic groups, quantum groups, superalgebras, vertex operator algebras, and related applications to other fields of mathematics and physics

    會議內容:這次會議將交流我國及世界其它國家在以下領域中的最新研究成果:有限維及無限維結合代數的表示理論;李群，李代數，代數群，有限群，以及量子群的表示理論;頂點運算元代數及其表示理論;與以上表示理論有關的數學物理及量子場論
  5. In chapter 1, we introduce some terminology and notation, and summarize the back - ground and the main contents of this paper. in chapter 2. we discuss the order homomorphisms and preannihilators of reflexive modules over reflexive operator algebras

    設a是hilbert空間h上的自反運算元代數， u是任一自反a -模，用u _表示u在跡類運算元空間t （ h ）中的預零化子。
  6. Recently d. r. larson, deguang han and xingde dai have put forward some definitions such as unitary system, frame vector in terms of applying operator theory to the study of frame theory, which made the research develope rapidly

    Larson ， deguanghan和xingdedai把運算元代數理論運用到框架理論的研究，提出酉系統，框架向量等概念，使得框架理論的研究更上一個層次。
  7. In this paper, the spatial operator algebra theory has been dissertated systemtly it is the great contribution to project, science and appled mathematics for the multibody system dynamics based on the spatial operator algebra. it compared mechanics with cebernetics, signal process and other relevant subjects, and find out their common points, and applicated the algorism structure developed by kalman and riccati to the resolvation of multibody system dynamics, and realized the mutual penetrate from mechanics to cebernetics. in the future, such penetrate will be strengthened more, so which will form the ideal and unitive base of mechatronical project subject

    本文系統地論述了空間運算元代數理論體系，基於空間運算元代數的多體系統動力學是對工程、科學和應用數學的重大貢獻，它通過比擬力學和控制以及信號處理等相關學科，找出這些學科的共同點，把kalman ， ricatti等發展的計算結構和方法應用到多體系統動力學解算，實現了力學與控制學科的相互滲透，在將來通過不斷深入研究，這種學科的交叉與滲透必然會進一步加強，由此可進一步奠定機械電子工程學科完美統一的理論基礎。
  8. Adjoining a module to a vertex operator algebra

    頂點運算元代數的模擴張
  9. Ring automorphisms of reflexive algebras

    自反運算元代數的環自同構
  10. Lie algebra of derivations of algebras of differential operators in n - variables

    元微分運算元代數的導子李代數
  11. On topological reflexivity of the spaces of derivations on operator algebras

    運算元代數上導子空間的拓撲自反性
  12. Vertex operator algebra associated with nondegenerate solvable lie algebras

    有限維非退化可解李代數的頂點運算元代數
  13. Multiplicative self - adjoint maps on a non - standard operator algebra which preserve spectrum

    一個非標準運算元代數上的保譜乘法自伴映射
  14. This thesis is devoted to the investigation of some problems concerning reflexive oper - ator algebras

    本文主要研究自反運算元代數中的若干問題。
  15. We mainly consider completely monotone functions from semigroup to operator algebras

    我們主要討論了作用在半群上取值于運算元代數的完全單調函數。
  16. In the first part we focus on mappings on operator algebras both in banach spaces and in hilbert spaces

    在第二章和第三章我們給出了運算元代數上映射是導子的一些條件。
  17. In chapter 5 we introduce the concepts of topological reflexivity in several topologies, namely, the discrete, the norm, the strong and the weak operator topology. we prove that the spaces of (, ) - derivations on certain operator algebras are topologi - cally reflexive in the weak operator topology. the automorphisms and (, ) - derivations of reflexive algebras in banach spaces are also characterized in this chapter

    在第五章中我們引進了在離散拓撲、范數拓撲、強運算元拓撲和弱運算元拓撲下的拓撲自反性，證明了某些運算元代數上（ ， ） ?導子空間在弱運算元拓撲下是拓撲自反性的，同時我們還刻畫了自反代數的自同構和（ ， ） ?導子。
  18. We give some conditions under which mappings are derivations on operator algebras in chapter 2 and 3. generalized jordan derivations and generalized jordan triple derivations on prime rings and standard operator algebras are introduced and studied in chapter 4

    在第四章我們給出了廣義jordan導子和廣義jordantriple導子的定義，研究了素環和標準運算元代數上的廣義jordan導子和廣義jordantriple導子。
  19. In this paper, i investigated mainly the reflexivity of ( strictly ) cyclic subalgebras of operators, and also discussed some properties regarding their reflexivity. it can be divided into four sections

    本文主要探討研究了（嚴格）循環運算元代數的自反性及其它與自反性相關的一些性質，全文共分為四部分。
  20. I also introduce how the author came up with the thoughts of the thesis and the main results. in the second part, i discussed some properties regarding the reflexivity of cyclic subalgebras on a normed vector space. the 2 - refiexivity and hyporeflexivity of cyclic subalgebras are attained, and the answers to deddens ' s questions in reference document [ 19 ] are obtained partly

    第1章介紹了自反代數的發展概述及問題的提出，以及本論文的主要內容；第2章討論了循環運算元代數的2 -自反性和亞自反性以及其它一些與自反性相關的性質，並且部分地回答了deddens的問題：第3章推廣（ alanlambert的）定理1
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