toeplitz 中文意思是什麼

toeplitz 解釋
特普利茨
  1. 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。
  2. In this paper it is shown that a partial toeplitz pattern has a toeplize positive definite completion if and only if the diagonals for the specified entries are 0, t, 2t, . ., pt ( in which the main diagonal is numbered 0 )

    本文討論部分toeplitz正定陣的toeplitz正定完成問題，證明了一個部分正定toeplitz模式存在正定toeplitz完成的充分必要條件是已知元所在對角線的標號成等差數列。
  3. The commutator of toeplitz operators on torus

    運算元的換位子
  4. In the first part of this paper, we got some sufficient and necessary conditions about surjective toeplitz operators, through investigating symbol of toeplitz operator via j. bourgain fractorization theorem

    本文第一部分應用j . bourgain分解定理對toeplitz運算元的符號的考察，得到了一些toeplitz運算元滿射的充分必要條件。
  5. We detailed toeplitz operator with unomodular symbol, and generated the theorem proved by michael sand in [ 2 ] from h to h + c ( t ). in the second part of this paper, the author discussed simply when multipliction of two toeplitz operators with symbol in h + c ( t ) or in l. we got two conclusions by analyzing symbol of toeplitz operators. the last, we investigated whether multiplication of two toeplitz operators, which range included all non - cyclic vectors of backward shift, is surjective, and partly answered the question about surjective toeplitz algebra posed by michael sand in [ 2 ]

    對于單個的toeplitz運算元，考慮其符號的內外分解，得到了它的滿射只與其幺模部分有關的結論，詳細地討論了符號為幺摸函數的toeplitz運算元的各種情況，在討論符號在h ~的特殊情形時，推廣michaelsand [ 2 ]中的定理2到h ~ + c （ t ） ，第二部分簡單地討論了符號在h ~ + c （ t ）以及l ~中的兩個toeplitz運算元的乘積的滿射情況，先對toeplitz運算元的符號進行分析得到兩個結論，最後考察了toeplitz運算元的乘積的值域包含后移運算元的所有非循環向量的滿射情況，部分地回答了michaelsand在[ 2 ]中提出的toeplitz代數滿射問題。
  6. Application of the toeplitz technique to esb adaptive beamforming

    自適應波束形成演算法中的應用
  7. In the past twenty years, toeplitz operators denned on discrete groups have been investigated by many mathematicians such as a. nica [ 7 ] m. laca [ 4 ] [ 16 ] ", i. raeburn [ 5 ] etc. the main object of this paper is, based on clarifying the induced ideals, to show that some toeplitz algebras are purely infinite provided that a certain condition is satisfied

    在過去的幾十年中，許多數學工作者（例如a . nica ， m . laca ， i . raeburn等）都對定義在離散群上的toeplitz代數作了深入而且廣泛的研究。本文的主要目的是通過對相關toeplitz代數的誘導理想的刻劃來研究toeplitz代數的純無限性質。
  8. We give the triangular factorization algorithm of toeplitz type matrices in the end

    繼而推導toeplitz型矩陣的快速三角分解演算法。
  9. In 3, we first give the definition of toeplitz type matrices, then we give the triangular factorization algorithm of the inversion of toeplitz type matrices

    在3中，首先給出toeplitz型矩陣的定義，然後推導toeplitz型矩陣的逆矩陣的快速三角分解演算法。
  10. Research on quadratic numerical range of bounded linear operators zhang jingjie abstract the study of numerical range started in 1918 - 1919 by toeplitz and hausdorff when they first proved that w ( a ) is always convex, since then, the study of numerical range theory had been one of the most active research areas

    自toeplitz和hausdorff在1918 - 1919年首先證明了toeplitz - hausdorff定理以後，有關數值域、數值半徑以及各種廣義數值域及其數值域半徑的研究變得非常活躍。
  11. In the second chapter, we use the tools of carleson measure, charactering toeplitz opeartor and compositon operator on bergman space of bounded symmetric domains

    在第二章，本文利用carleson測度這一工具，刻劃了有界對稱域上bergman空間上toeplitz運算元，復合運算元的性質。
  12. In chap 3, we give the definitions of left inverse and right inverse ; present the fast algorithms of left inverse and right inverse for toeplitz matrix, hankel matrix, loewner matrix and vandermonde matrix with mxn order

    第三章先給出左逆及右逆的定義，然後分別給出了求m n階toeplitz矩陣、 hankel矩陣、 loewner矩陣、 vandermonde矩陣的左逆及右逆的快速演算法。
  13. Solving linear equations arise in a surprising number in the computing problems of engineering, but sometimes they are unsolvable. in this paper fast algorithms are presented which compute the minimal norm least square solutions for linear equations with special rectangular matrices coefficients, such as vandermonde matrices, toeplitz matrices, loewner matrices etc. and then, this paper presents an algorithm of computing the left inverse or right inverse for these special rectangle matrices

    工程中的計算問題大部分都可轉化成求解線性方程組的問題，而這些線性方程組有的時候是不相容的，本文研究以一些特殊的長方矩陣為系數陣的不相容方程組? ? vandermonde方程組， toeplitz方程組， loewner方程組等的極小范數最小二乘解的快速演算法，以及求這些特殊矩陣的左逆及右逆的快速演算法。
  14. In the fifth chapter, we use the the methods of function theory establised a class of analytic reproducing kernel space, we call it a generalized arveson space. we study the relationship of these space, and obtain some intersting results, we also defined toeplitz c * - algebra on the generalized areveson space, obtain some results of toeplitz c * - algebra on the generalized areveson space

    在第五章中，我們利用函數論的方法建立了更廣泛的一類解析的再生核空間，稱之為廣義arveson空間，討論了它的一些關系，並得到了一些有趣的結果。還定義了廣義arveson空間上的toeplitzc * -代數，建立了廣義arveson空間上的toeplitzc * -代數的一些性質。
  15. A list of postions in an n x n real matrix ( a pattern ) is said to have postive definitecompletion if every partial positve matrix that specifies exactly these positions can be completed to a postive difinite matrix, especially, when this sysmmetric postions are exactly in some diagonals, which sequences of diagonals ensure the existence of toeplitz postive definite completion

    同時，矩陣完成問題也為在數學上了解矩陣結構提供了一個很自然的工具。近年來，國內外一些學者，如c . r . johnson ， w . barrett ， p . tarazaga ， r . l . smith等人對矩陣的完成問題做了大量的研究工作。
  16. Fast wavelet transform of toeplitz matrices and property analysis

    矩陣的快速小波變換與性能分析
  17. Application of special toeplitz matrix

    矩陣的一種應用
  18. Some notes for toeplitz matrix

    矩陣的某些注記
  19. A parallel solver for certain cyclic tridiagonal toeplitz systems on distributed - memory multicomputers

    循環三對角方程組的一種分散式并行演算法
  20. The main aim of section 5 is to study the purely infinite property of the associated toeplitz algebras

    1 ） 。第五節主要目的是研究toeplitz代數的純無限性質。
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