composition operator 中文意思是什麼

composition operator 解釋
合成運算元
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  1. Bounded below property of composition operator on bloch space in cn unit ball

    空間上復合運算元的下有界性
  2. We study the relation of carleson measure and toeplitz operator on bergman space of bounded symmetry domians, and give a charactering of a composition operator, also give a charactering of bounded and compact weighted composition operator

    研究了有界對稱域上bergman空間的carleson測度與toeplitz運算元的關系。研究了有界對稱域上bergman空間上復合運算元的一個特性。給出了加權復合運算元的有界性及緊性的刻畫。
  3. An operator accepting a discount or commission must enter it in the books factually. article 9. an operator may not use advertisements or other meas to give false, misleading publicity as to the quality, composition, performance, use, manufacturer, useful life, origin, etc., of the goods

    締約各方應規定適當的法律保護和有效的法律補救辦法，制止規僻由作者為行使本條約所規定的權利而使用的對就其作品進行未經該有關作者許可或未由法律準許的行為加以約束的有效技術措施。
  4. In particular, when : d - - d has angle derivative at some point, we show that the half norm of the composition operator induced by is 1

    特別地，我們證明：當： d d在某一點存在角導數時，則誘導的復合運算元c _的半模等於1 。
  5. In the second chapter we study the properties of the weighted dirichlet - type spaces and composition operators on them. we not only characterize these spaces by taylor series, but also give sufficient and necessary conditions in terms of carleson measure for the boundedness and compactness of composition operator. moreover, we apply the comparability propositions which induced from above sufficient and necessary conditions to discuss the relationships between the compactness of composition operator cv and angular derivative or innerness of the inducing function, and so on

    本文討論了一類函數空間相互的包含關系，而對其中的加權dirichlet型空間，不但給出了空間的相互包含關系，並且對它進行了級數刻畫；利用carleson測度，刻畫了加權dirichlet型空間上復合運算元的有界性及緊性，並利用由此得到的比較性命題討論了復合運算元的緊性與角導數，內函數等的關系。
  6. Composition operators on a space of analytic operator functions are defined. a sufficient condition is obtained to the composition operators with compact and closed range

    摘要在解析運算元函數所形成的空間上定義復合運算元，給出此復合運算元的緊性和閉值域性質。
  7. In the third chapter, we use the tool of carleson measure, charactering the bounded and compact of weighted composition operator on bergman space on strongly pseudoconvex domains, these results generalized the results of g. mirzakarimi and k. seddighi

    在第三章，利用carleson測度這一工具，刻劃了有界強擬凸域上bergman空間上加權復合運算元的有界性及緊性。推廣了g . mirzakarimi與k . seddighi在單位圓盤上加權bergman空間上獲得的結論。
  8. In the six chapter, we use the methods of reproducing kernel and carleson measure charactering the pointwise multipliers on the hardy space, bergman space on the polydiscs, we also obtain a necessary condition for a composition operator to be a compact operator, and a addition result on the range of composition operator on the hardy space

    在第六章中，我們利用再生核與carleson測度刻畫了多圓hardy空間到bergman空間，以及bergman空間到bergman空間的點乘子，得到hardy空間與bergman空間上復合運算元為緊的一個必要條件，以及在hardy空間上關于復合運算元值域的一個結果
  9. In this paper, a general dynamical fuzzy neural network model ? fuzzy hopfield networks with threshold is developed, which is based on the fuzzy operator composition of max ( ) and weakly continuous t - norms. it is shown that the model is global stable with the hamming distance, and its equilibrium point ( attractor ) is lyapunov stable. finally, a simulation example is employed to demonstrate our conclusions

    模與取大（ ）模糊運算元的復合，建立了具有一般意義的動態模糊神經網路? ?帶閾值的模糊hopfield神經網路，並系統分析了該動態系統的性能:在hamming距離意義下證明了該網路是穩定的，而且其平衡點（吸引子）具有全局lyapunov穩定性。
  10. At last, we give answers to two questions proposed by madigan and matheson. new criterion for compactness is obtained : a composition operator c on little bloch space bo is compact if and only if log belong to b0 uniformly for w d. we give an example of 97, such that c is compact on little bloch space b0 and the set d has infinite many points

    最後研究了bloch空間上的緊復合運算元，回答了madigan和matheson所提出的關于緊復合運算元的兩個問題，得到新的緊性判定法則：復合運算元c _在小bloch空間b _ 0上是緊的，當且僅當對（
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