We introduce concepts of diagonal quasi-convexity and quasi-concavity in hyperconvex metric spaces.

我们介绍了超凸度量空间中对角拟凸和拟凹的概念。

Convexity can be solved by positivity.

凸性可以通过正性来解决。

Quasiconvex functions are studied by applying nearly convexity of sets.

用集合的近似凸性研究函数的拟凸性。

Weak duality theorem is established under generalized convexity conditions.

在广义凸性条件下，建立了弱对偶性定理。

It allowed me to shape the convexity of the seat using proportional editing.

这可以让我通过适当比例的编辑将座椅的凸面形状呈现出来。

Many topological spaces with abstract convexity structure are all FC-spaces.

许多具有抽象凸结构的拓扑空间都是FC-空间。

Objective To investigate the clinical significance of dural tail sign in convexity meningioma.

目的探讨凸面脑膜瘤脑膜尾征的临床意义。

It is also difficult to keep convexity and normality using KH linear interpolative reasoning method.

而采用KH线性插值推理也存在着难以保证推理结果的凸性和正规性等问题。

In this paper it is proved that uniform convexity metric linear Spaces with completeness are reflexive.

本文证明了完备的一致凸的度量线性空间是自反的。

Vector optimization problems with control parametra are considered under generalized convexity condition.

在广义凸条件下，研究了带控制参量的向量优化问题。

The topological optimization model of compliant mechanism has been modified and its convexity has been analyzed.

对柔性机构拓扑优化模型进行了改进，并对其凸性进行了分析。

The accuracy along with numerical convexity and smoothness of LUT will influence the final circuit design greatly.

其精度及数学上的凸特性和平滑程度对电路最终的设计结果有较大的影响。

Interest rate immunization strategy in the asset-debt management is discussed using the duration convexity method.

运用久期—凸度方法，研究了资产负债管理的利率免疫策略。

Convexity and generalized convexity of functions play an important role in mathematical programming and optimal theory.

函数的凸性与广义凸性在数学规划以及最优化理论中起着非常重要的作用。

This paper is aimed to study the KKM theory and its applications in general topological Spaces without any convexity structure.

本文的主要目的是在不具任何凸结构的一般拓扑空间中研究KKM理论及其应用。

Therefore, the research on convexity and generalized convexity is one of the most important aspects in mathematical programming.

因此，对凸函数和广义凸函数的研究是数学规划中最重要的内容之一。

Convexity has been increasingly important in recent years in the study of extremum problems in many areas of applied mathematics.

近年来，凸性在许多应用数学领域的极值问题研究中已越来越重要。

This paper presents a set of new CNN templates for recovering convexity of disturbed convex objects in digitized gray scale images.

本文提出了一组CNN新模板，用于恢复数字化灰度图像中扭曲凸物体像的凸性。

One is quasi-convexity and pseudo convexity of functions and quasimonotonicity and pseu-domonotonicity of their sub differentials .

一是函数的拟凸性、伪凸性及其次微分的拟单调性、伪单调性；

On the verge of the hour the heads of a group of children, of ages ranging from six to fourteen, rose above the stubbly convexity of the hill.

快到十一点的时候，一群年龄从六岁到十四岁的小孩子，从山坡上一块满是残茬的高地上露了出来。

In the second we give the necessary and sufficient conditions for strict convexity of power function of exponential family in the discrete case.

在第二个问题中，我们给出了在离散的情形下，指数族势函数严凸的充分必要条件。

It is evident that curvature of doming whether on the crest (convexity) or on the flanks (concavity) have no major effect on fracture densities.

很明显，穹窿的曲率在波峰(突起)或两翼(凹陷)对断裂密度都没有很大影响。

The relations among these uniform convexity and uniform smoothness, very smoothness, uniform extreme smoothness and extreme smoothness are studed.

讨论了这些凸性与一致光滑、非常光滑、一致极光滑、很极光滑等光滑性之间的关系。

Midpoint locally uniform convexity is generalized to the midpoint locally K-uniform convexity, and the relation between the two cases is discussed.

将中点局部一致凸性推广到中点局部k一致凸，并且讨论了它们之间的关系。

The fuzzy numbers with bounded support and strictly fuzzy convexity is introduced and the couple parametric representation of fuzzy numbers is given.

介绍具有有界支撑且严格模糊凸的模糊数，并且给出模糊数的双参数表示。

The problem of tensile fracture convexity could be solved by optimizing heat treatment technology and controlling grade of inclusion in raw materials.

通过调整热处理工艺与控制材料中夹杂物级别可以解决断口不平问题。

In addition, under the generalized convexity and generalized monotonicity, solution existence for implicit vector equilibrium problems is investigated.

并在广义凸性和广义单调性的条件下，给出了隐向量均衡问题的解的存在性。

Quasiconvex functions are studied by applying nearly convexity of sets. Under weaker assumptions, some equivalent conditions for quasiconvexity are derived.

用集合的近似凸性研究函数的拟凸性。在较弱假设下，获得了拟凸性的一些等价条件。