pointwise 中文意思是什麼

pointwise 解釋
逐點的
  1. Pointwise multipliers between two holomorphic function spaces in the unit ball of cn

    中單位球上兩個全純函數空間之間的點乘子
  2. This paper gives a pointwise degeneracy example in system of time - stagnancy of non - autonomy of one dimension. we think that it will widen the field of this system

    給出了一維非自治時滯系統點態退化的一個例子,拓寬了該領域的研究。
  3. Abstract : this paper gives a pointwise degeneracy example in system of time - stagnancy of non - autonomy of one dimension. we think that it will widen the field of this system

    文摘:給出了一維非自治時滯系統點態退化的一個例子,拓寬了該領域的研究。
  4. For the research of pointwise geometric property, in this thesis, we creatively introduced pointwise geometric constant

    為研究點態幾何性質,本文首創引入點態幾何常數。
  5. In chapter 2 there are four goals : the first is to investigate some geometric properties of h - caccioppoli sets, the second is to characterize the discontinuous set su and jump set ju of u bvh ( ), the third is to study pointwise behavior of u bvh ( ) and our effort is concentrated on showing approximate differentiability of u in the sense of pansu ' s, while the last and the most important is to show that dhu with u bvh ( ) as a radon measure can be split into three parts ( absolutely continuous part, jump part and cantor part, respectively ) just like the derivative of a bv function in the setting of euclidean space

    第二章有四個目標:一是討論h - caccioppoli集的若干幾何性質,二是刻畫h -有界變差函數的近似不連續點集和跳躍點集的特徵,三是研究u bv _ h ( )的逐點行為,我們集中討論u在pansu意義下的近似可微性,最後也是最重要的目標我們證明對u bv _ h ( ) , d _ hu作為radon測度能夠分解成絕對連續部分、跳躍部分和cantor部分之和。
  6. Local pointwise error estimate of modified method of characteristics

    修正特徵線有限元法的局部逐點誤差估計
  7. These theorems show the inherent relation between - smooth pointwise quasi - uniformity and point - wise quasi - uniformity. it is proved that every - smooth topological molecular lattice is stratum pointwise quasi - uniformizable, and - smooth pointwise quasi - uniformizable if it satisfies some conditions, every - smooth pointwise quasi - uniformity can induce an - smooth co - topology if it satisfies some conditions

    證明了每個l - smooth拓撲分子格都可以層點式擬一致化,在一定條件下可l - smooth點式擬一致化,每個l - smooth點式擬一致結構在一定條件下可以誘導出一個l - smooth余拓撲。
  8. Meanwhile we introduce the concepts of - smooth pointwise quasi - uniform continuous goh and l - smooth pointwise uniformity on fuzzy lattices, discussed some properties, characteristics and equivalent depictions. in the fourth chapter, the first, with the concepts of a - locally finite family of fuzzy sets in [ 72 ], we defined a new kind of strong fuzzy paracompactness

    定義l - smooth點式擬一致結構的l - smooth基的概念,從而給出了f格上的l - smooth點式一致結構概念,獲得了若干l - smooth一致結構的等價刻畫。
  9. At the same time, the values " range of two kinds of nonsquare constants and their values in real inner product space are given. we also discuss the pointwise nonsquare constant in finite dimensional f space

    同時給出了兩種點態非方常數的取值范圍,和實內積空間中兩種點態非方常數的值。討論了有限維l ~ p空間的點態非方常數。
  10. The pointwise convex modulus of banach space

    空間點態凸性模
  11. Pointwise estimate forthe rate of convergence of fourier - laplace series

    級數收斂速度的點態估計
  12. Absorbing the idea of the reference [ 3 ] and based on paper [ 2 ], the approximation theories of the global and pointwise of r + s order derivatives are obtained in the first part ; in the second part, the inequality of stechkin - marchaud type of generalized baskakov is studied

    第一節吸收[ 3 ]的思想,在[ 2 ]的基礎上得到了廣義baskakov運算元r + s階導數的點態和整體的逼近定理;第二節研究了廣義baskakov運算元的stechkin ? marchaud型不等式。
  13. In this paper, a class of the second order accurate explicit gauss schemes with staggered grids for the computation of solutions of hyperbolic conservation laws are presented, the advantages of these schemes are : riemann solver - free, faster and programming is much simple, no complete set of eigenvectors is needed and hence weakly hyperbolic system can be solved. in one dimensional case, these schemes are and total variation diminishing and convergence under the restriction of cfl condition, the convergence rate is the first order, and a pointwise error bound is presented

    本文在交錯網格的情況下,利用gauss型求積公式構造了一類求解雙曲守恆律的時空一致二階顯式gauss型差分格式,這類gauss型差分格式,具有不需要求解riemann問題、計算簡單、工作量少、編程簡便等優美特點,而且由於這類格式在應用於求解方程組的時候,不需要對方程組進行特徵分解,因此可應用於求解非嚴格的雙曲守恆律方程組。
  14. The pointwise estimate for sz sz - kantorovick probabilistic operators

    概率型運算元的點態估計
  15. We mainly discuss pointwise nonsquare constant in this thesis

    本文重點討論了點態非方常數。
  16. Pointwise approximation results for a certain class of mix - type operators

    一類混合型運算元的點態逼近結果
  17. Pointwise approximation for linear combinations of sz amp; aacute ; sz - type operators

    型運算元線性組合的點態逼近
  18. Pointwise approximation properties for the derivatives of baskakov - kantorovich operators

    運算元導數的點態逼近性質
  19. In order to describe a higher degree of smoothness, the fourth part has investigated the extended results of pointwise approximation of bernstein operators with the help of linear combinations of bernstein polynomials and properties of modulus of smoothnes s

    第四部分為了刻劃高階光滑性,利用bernstein運算元的線性組合和光滑模的性質,討論了bernstein運算元點態逼近的更廣泛結果。
  20. In the fourth chapter, we use reproducing kernel and carleson measure charactering pointwise multipliers between the hardy space and bergman space, bergman space and bergman space on the unit ball

    在第四章中,我們利用再生核與carleson測度工具刻畫了單位球上hardy空間到bergman空間,以及bergman空間到bergman空間的點乘子。
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