正則運算元 的英文怎麼說

中文拼音 [zhēngzéyùnsuànyuán]
正則運算元 英文
regular operator
  • 正 : 正名詞（正月） the first month of the lunar year; the first moon
  • 則 : Ⅰ名詞1 （規范） standard; norm; criterion 2 （規則） regulation; rule; law 3 （姓氏） a surname Ⅱ...
  • 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...
  • 正則 : holomorphic
  • 運算 : [數學] operation; arithmetic; operating
  1. Regularity of continuous linear operators on banach function spaces

    函數空間上連續線性運算元的正則性
  2. Then the following state - ments are equivalent : ( 1 ) 0 is an isolated point in ( 2 ) a is a finite rank operator ; is the spectral projector associated with. theorem4. 5 let a be a compact normal operator, is an isolated point in prop4. 13 let a be a compact normal operator, ao is an isolated point in a ( a )

    定理乏止設a是緊正常運算元，則下列條件等價： （ ）是o （ a ）的孤立盧、 ；仰a是有限秩運算元； w 2n間a二一，其中燦1 ， …為」 （用自所有的互不相同的孤立點，民： h ?馬人一川為關于入的譜投影運算元
  3. This thesis is to recommend a important class of regularized strategies for solving inverse problems - mollifier method. it anaysises the consistency, numerical stability and error estimates of mollified solution. similar to tikhonov regularization, a discrepancy principle for selecting the mol - lifier parameter is proven and applications to numerical differentiation and numerical inversion of abel transform and also given

    本文將介紹求解反問題的一類重要的正則化策略?緩鎮法，並基於用gauss核構造的緩鎮運算元，分析了緩鎮解的相容性、數值穩定性和誤差估計，與tikhonov正則化類似，我們證明了決定緩鎮參數的偏差原理。
  4. A class of lattice - subspace in regular operator space

    正則運算元空間上的一類格子空間
  5. In this thesis we mainly study degenerate - times integrated operater families and its applications to abstract cauchy problems, and we study the mean ergodicty theorems and the convergence rates of ergodic limits and approximation for k - regularized resolvent families

    本文我們主要研究退化（ r ） -次積分預解運算元族及它對抽象cauchy問題的應用，並且研究k -正則預解運算元族的平均遍歷定理和遍歷極限的收斂率。
  6. In three part we study the ergodicty for k - regularized resolvent operator families including the mean ergodicty, abel - ergodicity and cesaro - ergodicity. we prove the mean ergodic theorems of k - regularized resolvent operator families. and we give out the definition of abel - ergodicity and cesaro - ergodicity for k - regularized resolvent operator families. moreover, we give the relationship between the two kinds of ergodicity and their basic properties

    我們證明了k -正則預解運算元族的平均遍歷定理。給出了k -正則預解運算元族的abel遍歷性和ces ro遍歷性的定義，並證明了它們的相互關系和一些基本性質。
  7. Then the relation of regular operators, bounded operators and linear operators on banach lattices are given, that is lr ( e, f ) lb ( e, f ) l ( e, f ) ; order dual, operator dual and algebra dual are related, i. e. e " c e * c e #

    然後給出banach格空問上正則運算元，有界運算元和線性運算元的關系： lve ； f ） of 。 ef ） clp ， f ） ；給出了序對偶，運算元對偶和代數對偶的關系： e 』 ce 」 ce個然後引入賦值映射人證明了j是保格運算的格同態
  8. In the final part we concern with the convergence rates of ergodic limits and approximation for k - regularized resolvent families for a linear volterra integral equation. we give the ergodicty for k - regularized resolvent operator families at 0 and we also prove their basic properties by means of k - functional and relative completion. finally, we obtain some results of the convergence rates of ergodic limits and approximation for k - regularized resolvent families

    第四章我們主要研究了k -正則預解運算元族的遍歷極限的收斂率和逼近。藉助于k -泛函和相對完備化，給出了k -正則預解運算元族在0點的遍歷性，證明了一些基本性質。我們也證明了k -正則預解運算元族的遍歷極限的收斂率和逼近的一些結果。
  9. Alternatively, we investigate the relationships between the space of bounded operators and its regular operator subspace with respect to the operator norm topology, thereby answering partially the question of how big the regular operator subspace is and discussing the existence of strongly non - regular operators between some classical banach lattices

    這里把這一問題轉化為考察有界線性運算元空間與它的正則運算元子空間在（一致）運算元拓撲之下的關系，從而部分的回答了正則運算元集合在有界線性運算元空間中有多大的問題，解決了經典banach格上強非正則運算元的存在性。
  10. By applying the singular system of campact operator and the method of posteriori choosing determine the regular parameter, we can also prove the convergence of the regularized solution given [ 1 ]

    摘要本文利用緊運算元的奇異系統后驗選取正則參數，證明了文[ 1 ]中的改進的正則化解是收斂的。
  11. 5. on [ a, b ] the product l = l3l2l { of operator lltl2 and l3 is selfadjoint if and only if a and l2 is selfadjoint. 6

    討論三個正則的s - l運算元積的自伴性和一個s - l運算元與一個四階微分運算元積情形。
  12. Perfection and adjustment according to system properties, it combines genetic algorithms with fuzzy control, detailed analyzes the problem of designing fuzzy controller and proposes two advanced schemes : first scheme : the change - of - variables are emerged into input variables of the simple fuzzy controllers of oil feeding pump system as one variable, and one pi block is connected after output of fuzzy controllers, consequently the structure of the improved fuzzy controller is analyzed, finally genetic algorithms with adaptive probabilities of crossover and mutation is applied to optimize membership functions and fusing factors of the fuzzy controllers, and the simulation results of before and after optimization are compared

    由於在模糊控制器的設計過程中存在較多的人為因素，為了實現根據系統特性對模糊規則和隸屬函數進行自動修正、完善和調整，本文將遺傳演算法和模糊控制結合起來，並針對前面設計的模糊控制器中所存在的問題進行了詳細分析，提出了兩種改進方案： 1在簡單模糊控制器的輸入變量中加入了變量變化率的信息，即將輸入變量和變量的變化率融合為一個輸入量，並在模糊控制器的輸出端加入比例、積分環節，然後分析了這種改進后的模糊控制器的解析結構，最後採用改進后的自適應遺傳運算元的遺傳演算法對模糊控制器中的隸屬函數和融合因子進行優化，並將優化前後的結果作了比較和分析。 2
  13. Chapter 4 is mainly about the properties of regular operators. we give two examples to show that regular norm and operator norm may not equal to each other and the module for operator on banach lattice may not exist firstly

    第四章研究了一類正則運算元的性質，首先行出例子說明正則范數與運算元范數一般不相等，而且對任意運算元不一定有模存在
  14. Then the order bound norm imposed on the order bounded operators between two banach lattices is fully studied. the results include the relationships between the order bound norm and the other two types of norms of a regular operator ; respectively, and a condition under which the space of order bounded operators is a dedekind complete banach lattice

    接著討論了banach格間序有界運算元的序有界范數，詳細論證了正則運算元的（一致）運算元范數、正則范數和序有界范數三者之間的關系，並得到了序有界運算元空間在序有界范數之下是dedekind完備banach格的一個條件。
  15. This thesis is to present and analyze one class of regularized multi - grid algorithms ( rmga ) for solving operator equations of the first kind. the rmga employs tikhonov ' s regularization to solve the corase grids equations with a new choicing parameter ' s posteriori - method for improving the numerical stability, and adopts a new smoothing strategy to correct the solutions on the fine grids for preserving the high efficiency of mgm. meanwhile, some key technical problems in the process of implementation of rmga are disscussed

    本文將提出一類適合第一類運算元方程的正則化的多重網格演算法，它結合一種新的正則參數選取準則，應用tikhonov正則化來求解粗網格方程保證了求解的穩定性；而在將解向細網格延拓時使用了一種新的光順處理策略。
  16. Similarly, we prove that the c - wellposedness of the a - times abstract cauchy problems is equivalent to mild degenerate a - times integrated c - existence famliy mild generated by operator a where a satisfies with some conditions and degenerate a - times integrated semigroups mild generated by a. finally, we obtain the generation theorem of degenerate a - times integrated c - semigroups. and we prove that degenerate a - times integrated c - semigroups mild generated by a is equivalent to generated by a

    我們同樣證明了（ + 1 ） （ r ） -次抽象cauchy問題的c -適定性和閉線性運算元a在一定條件下，其mild退化-次積分c存在族以及a次生成退化-次積分正則半群是等價的。我們也證明了退化-次積分正則半群的生成定理。
  17. The main purpose of the thesis is to study the existence of strongly non - regular operators between classical banach lattices

    最後，本文的主要目的是研究經典banach格上強非正則運算元的存在性。
  18. A regularized strategy which is based on the gauss kernel is recommened, and the discrepancy principle to select the regularized parameter is proved

    摘要以正則化思想為基礎，介紹了基於高斯核來構造正則運算元的方法，使其對噪音進行過濾，並證明了類似於正則化方法中選擇參數的偏差原理。
  19. Results firstly the axioms of regular implication are minimized ; furthermore a method of constructing this implication is given ; finally the characterization of some regular implications with specical properies is discussed

    結果對正則蘊涵運算元的定義進行了簡化，進而介紹了一種生成正則蘊涵運算元的方法，最後就某些具有特殊性質的正則運算元進行了研究，得到了相應的函數特徵。
  20. The detection performance, the localization performance and the single response to the single edge, the three criteria of the edge operator performance, are deduced

    本論文詳細分析了邊緣運算元的三個性能準則：檢測性能、定位性能和響應唯一性，在此基礎上提出了正弦運算元。
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