1.
Study of asymptotic relationship between Bessel function and Legendre function by analyzing vibration modes
从振动波形研究贝塞尔函数和勒让德函数的渐近关系
2.
CONTRASTIVE ANALYSIS OF COMMON COMPUTING METHODS OF ULTRA-HIGH DEGREE AND ORDER FULLY NORMALIZED ASSOCIATED LEGENDRE FUNCTION
常用超高阶次缔合勒让德函数计算方法对比分析
3.
Approxmiation of Daubechies Wavelet Function with Legendre Orthogonal Polynomials and Finite Element Method;
Daubechies小波函数的勒让德正交多项式逼近与有限元法
4.
Iterative Arithmetic of Legendre Series Coordination Inverse Solution on Terrestrial Ellipsoid
勒让德级数计算大地坐标主题反解的迭代算法
5.
associated legendre polynomial
连带的勒让德多项式
6.
Method of Seeking Given Parameters by Using Lengendre Polynomials and Condition of Fixed Solution in Electrostatic Field;
静电场中用勒让德多项式求解时确定系数的方法探讨
7.
The sufficient condition that expands function in taylor series
函数可展成泰勒级数的一个充分条件
8.
The Estimation of the Remainder Terms in Taylor Series Expansion of theTwo Exponential Functions
二个指数函数泰勒展开式的余项估计
9.
The doppler frequency is a function of the two scattering directions.
多普勒频率是两个散射方向的函数。
10.
Seek the functional limit by making use of “mean value theorem and B.Taylor expansion”;
利用中值定理和泰勒公式求函数极限
11.
Let's have a look at an interesting feature of the ground-state wave function, Eq(6. 120).
让我们来看基态函数（6．120）式的有趣图象。
12.
An Empirical Study On the Taylor Rule and China s Monetary Policy Reaction Function;
泰勒规则与我国货币政策反应函数的实证研究
13.
A Reextension on the Concave-conves of Function through Formula of Taylor;
用泰勒公式研究函数凹凸性的一种再拓广
14.
An Extensiveness on the Concave-convex Property of Function through Formula of Taylor;
用泰勒公式研究函数凹凸性的一种拓广
15.
Idetifying the Taylor and Laurent Expansion Form of Analytic Function
解析函数的泰勒展式与洛朗展式的确定
16.
A Legendre Galerkin Spectral Method for Optimal Control Problems
解最优控制问题的勒让德伽略金谱方法
17.
The dual symmetry of Legendre transformation is studied.
指出热力学关系具有勒让德变换的对偶对称性 .
18.
Comparing Solutions of Legendre Equation on the Vicinity of Ordinary and Regular Singular Poin
常点与正则奇点邻域上勒让德方程解之比较