1、

The relation between bounded variation function and differentiable function is discussed.

研究了[a,b]上的有界变差函数与[a,b]上的可微函数之间的关系,得出了有界变差函数是准可微函数;

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2、

The cartoon component of an image is modeled by a bounded variation ( BV) function; the corresponding incorporation of BV penalty terms in the variational functional leads to solve PDE equations.

图像的卡通部分是由一个有界变差(BV)函数来刻画,相应的将BV罚项合并到变分泛函中需要解偏微分方程。

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3、

In this paper, we give the relation between the class H~ ω of function and the class of bounded variation function, and generalize the results of Torriani.

给出函数类Hω和有界变差函数类BV之间的关系,推广了Torriani的结果。

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4、

The bounded variation sequence is applied broadly.

囿变数列又称为有界变差数列,在函数论中有广泛的应用。

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5、

L1-convergence of Fourier cosine series with coefficients of bounded variation had been researched in [ 1].

文献[1]的定理2中,研究丁有界变差系数的条件下,Fourier余弦级数的L~1收敛问题。

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6、

The ∧-bounded variation functions on sequence spaces

叙列空间上的∧&有界变差函数

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7、

Notes on the Bounded Variation Sequence and Its Characteristic

关于囿变数列及其特征的若干注记

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8、

Topological Structure On Functions Spaces of Generalized Bounded Variation

广义有界变差函数空间上的拓扑结构

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9、

Property of Approximation of Abstract Two Level Bounded Variation Functions

抽象二级囿变函数的逼近性质

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10、

Functions of Generalized Bounded Variation and Its Applications to Fourier Series Theory

广义有界变差函数及其对Fourier级数的应用

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11、

Three Stage Functions of Bounded Variation in Sequence Space λ and Their Characteristics

序列空间λ-三级有界变差函数及其特征

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12、

His paper studies the degree of approximation of bounded function with discontinuity of the first kind and functions of bounded variation of order p by Meyer Konig Zeller operators Mn ( f, x). The result of [ 1] is extended and improved.

本文研究Meyer Konig Zeller算子Mn(f,x),对有界函数和p阶有界交差函数在第一类间断点的逼近度,推广和改进了文〔1〕的结果。

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13、

Some properties of the variation function and the bounded variation function of order 2

关于二级变差函数与二级囿变函数的若干性质

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14、

The Relation Between Total Bounded Variation and Image Definition Detection

总有界变差与图像清晰度之间的关系

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15、

A property of bounded variation function with its application

有界变差函数的一个性质及应用

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