1) weighted analytic Lipschitz function
加权解析Lipschitz函数
1.
In this paper,we study some integral criteria of weighted analytic Lipschitz functions by using higher derivatives on the unit disk of the complex plane,and give the associated characterization in terms of Bergman-Carleson measures.
研究了单位圆盘上加权解析Lipschitz函数关于高阶导数的若干积分特征,并给出了它的Bergman-Carleson测度特征。
2) weighted BMO functions
加权Lipschitz函数
3) weighted analytic Lipschitz space
加权解析Lipschitz空间
1.
In this paper,we will study the composition operators of weighted analytic Lipschitz space on the unite disk of the complex plane.
主要研究了单位圆上加权解析Lipschitz空间上的复合算子的有界性和紧性。
4) semi-analytical weight function method
半解析权函数法
1.
This paper provides a semi-analytical weight function method to calculate the stress intensity factor, which is of interest for practical application (eg.
计算了不同裂纹长度和不同裂纹倾角的巴西圆盘的Ⅰ型和Ⅱ型应力强度因子,并将半解析权函数法计算结果与其它文献所提供的结果进行了比较,发现吻合较好。
5) lipschitz-type functions
Lipschitz型函数
6) Lipschitzian function
Lipschitz函数
1.
In this paper the convexity monotonic and correlation theory of functions are studied,are established new inequalities of Hadamard-type for convex functions,Lipschitzian functions and n-time differentiable functions,which generalize some previously known results in the literature.
研究了函数的凸性、单调性及相关理论,建立了关于凸函数、Lipschitz函数及n次可微函数的新的Hadamard型不等式,这些不等式推广了最近文献中的有关结果。
2.
Two new Hadamard type inequalities for convex functions and Lipschitzian functions are established,which are generalized previously known results in the literature.
研究了函数的凸性、单调性及相关理论,建立了关于凸函数、Lipschitz函数的两个新的Hadamard型不等式,这些不等式推广了最近文献中的有关结果。
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