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- LIPSCHITZ CONSTANTS FOR BERNSTEIN POLYNOMIALS OF A LIPSCHITZ CONTINUOUS FUNCTION ON THE TRIANGLE 三角域上Bernstein多项式的Lipschitz常数
- Lipschitz Constants for Bernstein Polynomials of a Lipschitz Continuous Function over the Square 正方形上的Lipschitz连续函数的Bernstein多项式的Lipschitz常数
- Lipschitz continuous functions and its Bernstein polynomials 李卜希兹连续函数与其伯恩斯坦多项式
- lipschitz continuous function 李普希茨连续函数
- We can, with a little ingenuity, find a continuous function. 只要我们稍微动点脑筋，就能打出一个连续函数。
- We will establish it's global convergence without the Lipschitz continuity on the objective function. 此方法在目标函数不需要李普希子连续的条件下拥有全局收敛性。
- Thus, continuous functions can be pasted together. 这样反函数就可以粘起来。
- Not all continuous functions are differentiable. 不是所有的连续函数都是可微的。
- Delve into the ways to determine the zero point of the continuous function. 探究在某区间上图象连续的函数存在零点的判定方法.
- We obtain some sufficient conditions of uniformly continuous function. 摘要得到了函数一致连续的几个充分条件。
- SEEP/W models these relationships as continuous functions. SEEP/W采用连续函数模拟这种关系。
- uniformly generalized Lipschitz continuous 一致广义Lipschitz连续
- Corollary Let be a continuous function on a closed interval, then can obtain any number between its absolute maximum and its absolute minimum . 推论在闭区间上连续的函数必取得介于最大值与最小值之间的任何值。
- Some properties of polynomial mollifier are presented and the conclusion that polynomial can consistently approximate continuous function is proved. 给出多项式软化子的几个性质，并由此证得用多项式一致逼近连续函数的结论。
- Since is a continuous function of the sample proportions, it converges in proportions to ,and converges in probability to 1. 从是样品比例的一个连续函数, 它聚合在比例对, 和聚合在可能性到1 。
- In practice, finite series or sum of finite terms of weighted harmonics can be an approximation for any piece wise continuous function in a period. 应用上则可以用有限项谐波级数近似合成一周期内为片段连续之任何周期函数。
- By smoothly interpolating between the values, we can define a continuous function that takes a non-integer as a parameter. 通过在值之间平滑的插值，我们定义了一个带有一个非整参数的连续函数。
- The fixed point of continuous function is an important content in denotational semantics, which specifies the computing properties of programs. 摘要连续函数的不动点是指称语义的一个重要内容，它刻画了程序的计算性质。
- Four theorems about continuous function on an closed interval are proved by a interval sequence theorem in mathematical analysis. 用数学分析中的区间套定理证明了闭区间上连续函数的四个定理。
- The parts essential to continued functioning,as of a system. 要害命脉为继续运行的基本部件，如一个系统的基本部件。
