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- S - geometrically convex function S-几何凸函数
- This paper constructs some monotone functions by means of inequalities of geomtric convex functions in References(superscript [1]), then it shows properties of geometric convex functions more clearly. 摘要本文利用文献[1]中的有关几何凸函数的不等式，来完成一些单调函数的构造，从而更好地说明几凸函数的内在性质和特。
- Geometrically convex functions 几何凸函数
- geometrically convex function 几何凸函数
- Some Theorems on Geometric Convex Function and Its Applications 几何凸函数的几个定理及其应用
- Geometric Convex Function and Jensen Type Inequality 几何凸函数与琴生型不等式
- Some Convex Function Inequalities Transplanted into Geometric Convex Functions 若干凸函数不等式在几何凸函数中的移植
- Relation between Geometric Convex Function, Square Convex Function and Convex Function 几何凸函数平方凸函数与凸函数的关系
- geometric convex function 几何凸函数
- Alternative characterization of concave and convex functions which is sometimes useful. 对于凹函数和凸函数还有一个替补的表征，有时它是有用的。
- Duality is emphasized throughout,particularly in the form of Fenchel's conjugacy correspondence for convex functions. 这本书的目的是为了提供各类凸集和凸函数理论的介绍，它们在极值问题的应用中发挥核心作用。
- A property of quadratic differential convex functions is proven and applications of it are given as well. 证明了二次可微凸函数的一个性质，并给出了这个性质的一个应用。
- R-convex functions are the generalizations of convex functions, which includes the family of convex. 凸函数是凸函数的一种推广形式，它完全包含了凸函数族。
- The formula is given for? calculating? generalized directional derivative by using the directional derivative of convex functions. 给出了用凸函数方向导数计算广义方向导数的公式.
- Pseudolinear function as a generalized convex function has been studied extensively. 摘要伪线性函数作为一种广义凸函数已经被广泛的研究。
- This paper proves the equivalent relation of two definitions of convex function. 文章给出了两个常用凸函数定义的等价性证明。
- Moreover, a series of inequalities for this two types of convex function are established, which generalizes famous inequalities for general convex functions. 讨论了这两类凸函数等价的条件,并建立了有关这两类凸函数一系列新的不等式,它们是通常的凸函数中某些著名不等式的推广。
- These methods are Lagrange mean-value theorem, monotone function, extreme value of function, Taylor formula, concave and convex function. 提出六种常用的方法，并指出每一种方法的适用类型、解决问题的关键和证明问题的具体步骤，最后结合实例说明方法的可用性。
- This Paper discusses the linear regression of one variable from the vie-wpoint of convex set and convex function in the light of the MSAE principles. 本文用凸集和凸函数观点讨论按MSAE准则下的一元线性回归.
- In this paper,the complete conjugte properties about the upper and lower exponents for mutual conjugate convex function on linear spaces are obtained. 在一般线性空间上，给出凸函数的上、下指数的定义，并建立了共轭凸函数的指数共轭关系.
