可微性

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 ;

Fuzzy拓扑向量空间上算子的连续性与可微性

Continuity and differentiability of mappings on fuzzy topological vector spaces

复Fuzzy函数的连续性与可微性刻划

The Continuity and Differentiation of Complex Fuzzy Functions

m增生算子的G可微性和取零值点

G-differentiable and Zeros of m-accretive Operators

在复Fuzy数度量空间上讨论复Fuzy函数，刻划了复Fuzzy函数的连续性与可微性。

The authors consider complex fuzzy functions on the metric space of complex fuzzy numbers . The continuity and differentiation of complex fuzzy functions are studied .

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

讨论了积分中值公式和泰勒公式最小中值函数ξ（x）的连续性和可微性。

In this paper , we study the continuity and differentiability of minimal mean value function (ξ( x )) in the integral mean value theorem and Taylor 's formula .

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 .

Melnikov函数在中心处的可微性问题

Differentiability problem of Melnikov functions at a center

Orlicz序列空间的可微性与梯度表达式

Differentiability of Orlicz Space

ACG（）函数的可微性

The Differentiability of Function ACG

本文在Banach空间利用函数的Frechet可微性，研究了不等式约束和混合约束问题的最优性条件。

This paper presents the optimality conditions in inequality constrained and mixed constrained problems in Banach space by means of Frechet derivatives .

在可微性概念上介于无处Frechet可微和一致不Frechet可微之间。

Its concept is between nowhere Frechet derivative and uniformly non - Frechet derivative in derivative .

带干扰风险模型中破产概率的Feller表示及可微性

The Feller expression and differentiability of the ruin probability in the risk model perturbed by diffusion

再者，按照可微性的的定义，验证了该随机动力系统在随机吸引子上是可微的。最后，通过验证Hausdorff维数估计的条件，得到了该随机吸引子Hausdorff维数的一个上界。

Finally , a upper bound of the Hausdorff dimensions of the stochastic attractors is obtained by verifying the two conditions given in estimating Hausdorff dimensions .

针对测量不确定度合成受直接测量量相关性、模型可微性和复杂性的限制，提出了基于MATLAB、蒙特卡罗方法的测量不确定度合成方法。

In allusion to the combined standard uncertainty restriction in GUM by measurands and the differentiability and complexity of model , the paper introduces the evaluation of combined standard uncertainty based on MATLAB and the theory of Monte Carlo .

同时，本文还时论象所在空间为具有Schauder基的空间时，映射f与坐标映射f1在可微性、连续性方面的关系。

We also discuss the relationship between f and its coordinate functions fi about differential and continuous properties when the image space is a Banach space with Schauder base .

凸函数的方向可微性与一种广义Asplund空间

The Directional Differentiability of a Convex Function and a Kind of Generalized Asplund Spaus

给出了泛Cauchy型积分高阶导数的一个递推公式，并由此证明了解析函数的无限次可微性定理。

A recurrence formula of higher derivatives for the integral of universal Cauchy type is given , by making use of the formula , it is proved that analytic functions are infinitely differentiable .

R~n的一般子集上映射的可微性与Sard定理及其应用

Differentiability and Sard Theorem for Mappings Defined on General Subsets of R ~ n and Their Applications

应用数学规划在对弯管进行极限上限分析时，使用Mises屈服函数所计算的塑性耗散功的不可微性可导致收敛困难。

The non-differentiability of the plastic dissipation calculated through the Von-Mises yield function leads to convergence difficulties when using mathematical programming to solve upper bound limit analysis of pipe elbow .

去掉了fj在R上的可微性条件以及有界性的限制，给出了较弱的判定变时滞静态神经网络的不变集、全局吸引集和全局周期吸引子的充分条件。

Without the restrictions of boundedness and differentiability of f_j on R , some sufficient criteria to distinguish the invariant set , global attractive set and global periodic attractor of static neural network with time-varying delays are derived .

半鞅过程控制中Bolza型代价函数的方向可微性

Directional Differentiability of Loss Functional of Bolza Type in Semimartingale process Controlling

在文的基础上，本文研究了Banach空间微分方程初值问题解在弱拓扑下的弱连续相依性和弱可微性。

The paper [ 1 ] discussed the property of continous dependence and differentiability of differential equations in Banach spaces . In this paper , we studies it 's property of weak continous dependence and weak differentiability in weak topology .

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 .

在不假定关联函数单调性，可微性和有界性的条件下，给出了PDNNs模型周期解存在和全局指数稳定性的充分条件。

The main work is to give some sufficient conditions for the existence and global exponential stability of periodic solutions for PDNNs model , without assuming the smoothness , monotonicity and boundedness of the activation functions .

凸函数的β可微性和光滑模

The β - Differentiability of Convex Functions and Continuous Moduli

生活与思想、理想一致；函数的一致可微性

The consistency between life and ideals ; Uniform Differentiability of a Function

多项式乘积逼近的中间系数函数的可微性

Differentiability Properties of the Intermediate - Coefficient Functions of Polynomial Product Approximation