函数列

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函数列函数列
  1. 对积分一致绝对连续的函数列的拓展讨论

    On the expansion of integrable uniformly absolutely continuous function sequences

  2. Fuzzy集列和Fuzzy值函数列的极限

    Limit of the sequence of fuzzy sets and the sequence of fuzzy-valued function

  3. 连续函数列的极限函数不是Riemann可积的一个例子

    A Case of the Limit Function of A Sequence of Continuous Functions Being Not Riemann Integrable

  4. 研究在Lp(0,2π),(p>1)空间内弱收敛的单调函数列,导出并证明其一组性质。

    The monotone sequence of functions of weak convergence on the Lp ( 0 , 2 π), ( p > 1 ) space is studied and some of its properties are also proved .

  5. 本文得到连续函数列fn点收敛的极限函数g连续的充分必要条件.并将Dini定理推广到半序Banach空间。

    In this paper , a necessary and sufficient condition of continuous to a function g is obtained when a sequence of continuous functions convergent to g , and Dini 's Theorem to a semi-order Banach space is extended .

  6. 利用复n维空间Cn中著名的BochnerMartinelli核为工具证明了模一致有界函数列的一个重要的性质定理。

    In this paper , we prove an important property of sequence of functions with uniformly bounded norm by using the famous Bochner-Martinelli kernel in complex n-dimension space C ~ n.

  7. 本文证明了在一致可积的条件下可对Henstock可积函数列逐项积分;

    This paper proves that under the condition on uniformly integrability the sequence of real & valued functions may be integrated term by term .

  8. 将Lebesgue积分的三大极限定理从函数列情形推广到连续参数情形,并由此证明了含参量Lebesgue积分的连续性与可微性。

    The three greatest limit theorems of Lebesgue integral are from the function sequence situation popularized to the continuous parameter situation . Using the results we proved the continuity theorem and differentiability theorem of Lebesgue Integra depending on a parameter .

  9. 在解析函数列的收敛性定理的基础上,定义了实Clifford分析中正则函数列的一致有界、内闭一致有界及内闭一致收敛等概念,并讨论了正则函数列的几条性质。

    Resorting to the convergent theorem of sequence of the analytic function , we define the uniform bound , inner closed uniform bound and inner closed uniform convergence of the monogenic function in the real Clifford analysis . In addition , we discuss several properties of sequence of monogenic functions .

  10. 用定义判别函数列一致收敛的一个注释

    A Note of Discriminating Uniform Convergence of Function Sequence by Definition

  11. 同时,得到了关于函数列的类似的结果。

    Meanwhile , some results on the functions sequence are obtained .

  12. 收敛函数列的曲线收敛与弧长收敛

    Curve Convergence and Length of Arc Convergence of Convergent Function Sequence

  13. 关于可测函数列的收敛性问题的教学研究

    Teaching Research on the Convergence of the Sequence of Measurable Functions

  14. δ-式函数列的一个充要条件

    A Sufficient and Prerequisite Condition of δ - type Functional Sequence

  15. 以积分表示函数列的有限和

    To Express the Finite Sum of a Function Sequence with an Integral

  16. 函数列局部一致收敛性及其性质

    Local Uniform Convergence of Sequence Of Function And Some Properties

  17. 关于广义区间值函数列的极限的几种可测性的探讨

    A Approach on Some Measurability of Limit of Extended Interval-Valued Function Sequence

  18. 函数列可积的一个充分条件

    A sufficient condition of integrability of a sequence of functions

  19. 用函数列作密钥的加密方法

    A Method to Encode Crypto - key with Row Function

  20. 内闭一致有界共轭解析函数列的若干性质

    Some Properties of a Sequence of Inner-Closed Uniformly Bounded Conjugate Analytic Functions

  21. 可测函数列的近一致收敛性

    Near Uniform Convergence of a Sequence of Measurable Functions

  22. 次可加函数列的局部拓扑压变分原理

    The Local Topological Pressure Variational Principle for Sub-additive Potentials

  23. 可测函数列关于谱测度几乎处处收敛的若干特征

    On Almost Everywhere Convergence of the Sequence of Measurable Function for Spectral Measure

  24. 有限区间上广义可积函数列逐项积分的条件

    Conditions of Term by Term Integration Sequence of Integrable functions on Finite Interval

  25. 函数列不动点存在定理

    Existence theorem of common fixed point of function sequence

  26. 一个不是任何连续函数列的极限的函数

    On Function That Is Not The Limit of Any Sequence of Continuous Functions

  27. 对可积函数列的有关概念和定理的推广

    The Extension of the Relevant Conceptions and Theorems of the Integrable Function Column

  28. 随机选择函数列的强大数定律

    On the Strong Laws of Large Numbers for the Sequence of Random Selection Function

  29. 概率算子与分布函数列的弱收敛

    Probability operators and weak Convergence of Distribution Functions

  30. C~n中模一致有界函数列的一个性质

    A property of sequence of functions with uniformly bounded norm in C ~ n