dini

Function Characters and Surveying Principle of Digital Level of DiNi Series

DiNi系列数字水准仪的功能、特点及测量原理

Two-Way Data Communication Between DiNi Series Digital Level and Computer

DiNi系列数字水准仪与计算机的双向数据通讯

The Experiment and Precision Analysis about Digital Levels DINI 20 and DL 102

电子水准仪DINI20和DL102试验与精度分析

Differential Mean Value Theorems for Functions with Dini Derivative

Dini导数意义下的微分中值定理及其应用

Boundary Regularity for Elliptic Equations and the Dini Condition

椭圆型方程的边界正则性与Dini条件

In this paper , the continuous induction is used to discuss the monotonicity for functions with Dini derivatives .

以连续归纳法为工具，讨论了含Dini导数的函数的增减性。

Boundedness of the oscillatory singular integral operator with Dini kernel on weighted Hardy space

带Dini核的振荡奇异积分在加权Hardy空间上的有界性

Holding champagne cup or Ma Dini cup , one raise one 's hand of the woman is cast sufficient it is so perceptual with charm .

手持着香槟杯或者马提尼杯，女人的一举手一投足都是那么感性与妩媚。

For example cons-tance variation , inequality analyze technique , Gronwall-Bellman inequality and clas-sical Liapunov function , Dini derivation ect .

例如：常数变易法，不等式分析技巧，Gronwall-Bellman不等式以及经典的Liapunov函数法，Dini导数等。

In this paper , we discuss the initial-boundary value problem of one dimensional heat flow equation , the uniform convergence of solution is proved by applying Dini theorem and the convergent function of solution is obtained .

讨论了一族一维热传导方程初边值问题，用Dini定理证明了解的一致收敛性，且求出了解的收敛函数。

In this paper , a necessary and sufficient condition of continuous to a function g is obtained when a sequence of continuous functions convergent to g , and Dini 's Theorem to a semi-order Banach space is extended .

本文得到连续函数列fn点收敛的极限函数g连续的充分必要条件.并将Dini定理推广到半序Banach空间。

Boundary regularity results for viscosity solutions of Poisson 's equation and fully nonlinear uniformly elliptic equations under the Dini condition are obtained by use of Caffarelli 's perturbation method , which give a simple proof of Theorem 4.11 in [ 8 ] without use of potential theory .

笔者利用Caffarelli扰动方法，证明了Poisson方程和完全非线性一致椭圆型方程在Dini条件下其粘性解的边界正则性，从而给出了文[8]定理4.11不用位势理论的简化证明。