可微

引进了（h，φ）-可微函数的概念。

The concept of ( h ,φ) - differentiable functions is introduced .

关于Hermite&Fejér插值对可微函数的逼近阶

On the Orders of Approximation of Differentiable Functions by Hermite-Fej é r Interpolations

不可微B－凸多目标规划

Nondifferentiable B-vex multiobjective programming

m增生算子的G可微性和取零值点

G-differentiable and Zeros of m-accretive Operators

不可微不可逆映象中的V型阵发

Type V intermittency in nondifferentiable and noninvertible maps

设f是区间I上的一个可微凸（凹）函数。

If f is a differentiable convex ( concave ) function on an interval I ;

Bush连续不可微函数的分形性质

The fractal properties of Bush continuous and non-differentiable function

多重共轭Fourier积分的临界阶Bochner&Riesz平均对可微函数的逼近

Approximation for differentiable functions by Bochner-Riesz means of multiple conjugate Fourier integrals at critical index

关于不可微规划中Bundle方法的研究

A study of the bundle method in nondifferentiable programming

Banach空间的几何性质与范数的可微性

Geometrical properties and differentiability of the norms in Banach Spaces

Banach空间中F-可微映照的不动点集

The Fixed Point Set for F - differentiable Maps in the Banach Space

不可微泛函拟极小问题解梯度的Holder连续性

On the Holder Continuity of the Gradient of Solutions of Quasi-minima Problems for Non-differentiable Functionals

研究由非线性互补问题导出的一类B可微函数的性质，并证明了在一定条件下求解相应的非线性方程组的阻尼Newton法具有的全局收敛性。

A damped Newton method for a kind of B differentiable equations are nonlinear complementarity problems . And global convergene is established .

误差信号按经典意义通常不可微，其微分信号难以利用，这就限制了经典PID控制器的使用范围。

In addition , reference input usually is non-differential . So its error signal usually is non-differential , which limits PID controller 's use .

正则局部Lipschitz函数可微性的几何条件

Geometric Conditions of Differentiability for a Regular Locally Lipschitz Function

我们用B样条磨光技术在不改变积分值的前提下磨光特征函数，用可微的权重函数代替特征函数，提高了采样的质量。

We use B-spline smoothing technique to smooth the characteristic function without changing the integral quantity and get a differentiable weight function . The method considerably improves the quality of sampling points .

对于VONMISES可微的统计泛函的Edgeworth展开

An Edge-worth Expansions for the Von Mises Differentiable Statistical Functionals

具可微卷积核的第二类Volterra积分方程的行列式级数解法

On the solution by determinantal series to Volterra integral equation of the second kind with convolution-type kernel

研究了基于SURE无偏估计的自适应小波软阈值去噪算法，提出一种新的阈值函数族，是一种可微阈值函数的统一表达式。

The adaptive wavelet threshold denoising method based on SURE estimation is investigated and a novel set of threshold functions , which is a uniform expression of differentiable threshold functions , is presented .

本文讨论一类连续而无处可微的复值函数，给出其图象的box维数与packing维数的表达式。

In this paper , we have discussed some continuous but nowhere differentiable complex valued functions , and obtained the box and the packing dimensions expressions for graphs of the functions .

然后对一般类型的多目标规划问题，定义了Hα-共轭对偶问题，证明了弱对偶定理，并利用Hα-次可微性证明了在一定条件下的强对偶定理。

The H α conjugate duality programming for general multiobjective programming and its weak duality theorem were proposed . Then the strong duality theorem under some conditions was proved using H α subdifferential .

Banach空间中连续凸函数的Gateaux可微性的一个注记（英文）

A Note To Gateaux Differentiability Of Convex Continuous Function On Banach Space ;

凸单叶调和映射的Fréchet可微泛函的极值问题

The extremal problem of Fr é chet differential functionals for convex univalent harmonic mappings

一类不可微多目标规划的Kuhn－Tucker条件的充分必要性

The sufficiency and Necessity of the Kuhn-Tucker Conditions for A class of Non-differentiable Multiple objective programming

Melnikov函数在中心处的可微性问题

Differentiability problem of Melnikov functions at a center

混合约束不可微非线性规划的L1－精确罚函数法

L_1 - exact penalty methods for inequality and equality constrained programming

一类不可微规划的Kuhn-Tucker充分条件及其对偶理论

Sufficiency of the Kuhn-Tucker condition and dual theories for a class of nonsmooth optimization

非线性l1问题是一个常见的无约束不可微优化问题，它经常出现在网络和系统设计等实际问题中。

The nonlinear l_1 problem is an important non-differentiable unconstrained optimization problem .

Orlicz序列空间的可微性与梯度表达式

Differentiability of Orlicz Space

在此基础上，为了避免使用无限区域上的Green公式（不成立），通过构造紧支集上的无穷可微函数，获得满足非齐次控制微分方程的特解的重要结果。

Based on this , to avoid using the Green ′ s formula on infinite domain , an infinitely differentiable function with compact subset is constructed and some important results to a especial solution of the inhomogeneous field equation are obtained .