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- Darboux polynomials 达布多项式
- High order polynomials can be highly oscillatory. 高次多项式往往有高度波动的特性。
- He gave us a general formula for attacking polynomials. 他给我们一个公式来处理多项式。
- Phase Unwrapping Algorithm with Zernike Polynomials[J]. 引用该论文 韦春龙;陈明仪;王之江.
- And based on this conclusion, Darboux theorem on open interval is also given. 在此基础上给出有限开区间上的达布定理。
- One way of doing this is by using interpolating polynomials. 实现这一目的的一种计算方法就是使用插值多项式。
- This determinant is a special case of the resultant of two polynomials. 这个行列式是两个行列式的结式的特殊情形。
- That theory is concerned with rational functions instead of just polynomials. 该理论所研究的是有理函数而不仅是多次式。
- The resultant is an important concept over the theory of polynomials. 摘要结式是多项式理论中的一个重要概念。
- Results It gives several identities on the character sums of polynomials. 结果得出了几个关于多项式特征和的恒等式。
- An algorithm about the stability test of edge polynomials is provided. 我们提供了一种棱边多项式的稳定性检验算法。
- Firstly, polynomials used to predict target motion states are constructed. 当雷达关断后,如何获取目标的位置信息;
- Thereby we break a new path to find the greatest common factor of polynomials. 从而开辟了一条求解多项式最大公因式的新途径。
- Aim To study the calculating problem on the cahracter sums of polynomials. 摘要目的研究多项式特征和的计算问题。
- By using the method of Darboux transformation the explicit soliton solutions of the coupled nonlinear Schrodinger equations and their higher-order equations are given. 利用达布变换的方法可以得出耦合的非线性薛丁谔方程及其高阶方程的显式孤子解。
- The process of replacing polynomials by formal power series is an example of a general device known as completion. 用形式幂级数来代替多项式的过程是被称之为完备化的这种一般手段的一个例子。
- Obtaining the spectrum of Zernike polynomials is the key to fit the surface errors by Zernike polynomials correctly. 获得泽尼克多项式的频谱信息是正确利用该多项式进行误差拟合的关键。
- Darboux transformation of Levi hierarchy is considered. It is used to generate new solutions of Levi equations. Some interesting solutions of 2+1 dimensional Levi equations are found. 通过对 Levi孤立子方程族的探讨 ;得出其 Darboux变换 ;并利用 Levi族构造出一个 2 +1维孤子方程 ;首次利用 Darboux变换求得 2 +1维孤立子的一些精确解 .
- In general, experience has shown that third-to fifth-degree polynomials produce sufficiently low residuals and monotonically increasing derivatives. 实践证明，三至五次多项式就能产生足够小的残差和单调递增的导数。
- Unconditionally secure asymmetric encryption schemes based on polynomials and cover free family（ CFF）. 我的翻译是：基于多项式和“CFF”的绝对安全的非对称性加密方案。
