1.
Solution Formula Express of Euler Differential Equations Depending on a parameter;
含参数λ的Euler型微分方程的求解公式
2.
The method of solving the second order linear differential equations with the parameter"λ;
含参数λ的二阶线性微分方程的解法
3.
Fairing Extending of Cubic Bézier Curve with Parameter
带参数λ的三次Bézier曲线的光顺延拓
4.
THE EMPIRICAL CORRELATIONS BETWEEN PHONON SPECTRUM PARAMETERS λ,〈ω〉,〈ω~2〉 AND THE HALL COEFFICIENTS OF AMORPHOUS SUPERCONDUCTORS
非晶态超导体的声子谱参数λ,〈ω〉和〈ω~2〉与霍耳系数之间的经验关系
5.
The study of the global aymptotic stability of the equilibrium point of nonlinear circuits by λ-coefficient meyhod;
非线性电路平衡点全局渐近稳定的λ参数法
6.
Optimization Design of λ/4-Type Dielectric Absorber
λ/4介电型吸波体材料参数的优化设计
7.
The non-Gaussian form of spatial distribution of source can lead to the decrease of the λ parameters.
π介子源空间分布的非高斯形是导致λ参数减少的一个重要因素。
8.
Two Important Improvements of Prospect Theory--Study of the Loss Aversion Coefficient and the Reference Point;
对期望理论的两个重要推进——损失厌恶系数λ及参考点研究
9.
The Representations of Generalized λ Hypercontinuous Lattices, Generalized λ Competely Distributive Lattices and Strongly Algebra Lattices;
广义λ超连续格、广义λ完全分配格和强代数格的关系表示
10.
Another Description of Dimension Vector of Simple Representation of ∏～λ(Q);
∏～λ（Q）的单表示的维数向量的又一刻划
11.
The Hydraulic Characteristics and application of Bartlett fluxible Pipes
喷灌塑料管道水力阻力系数λ的实验研究
12.
The Related Research of the Generalized Stirling Numbers of The Second Kind;
有关广义第二类Stirling数S~(λ，μ)(η，κ)的研究
13.
Completion of L~P(F,μ)
中间λ康托集上可积函数空间的完备性
14.
-stochastic finite-state language
λ－随机有限状态语言 λ
15.
In this book we are only interested in the correction to the energy of orderλ.
在本书的范围内，我们只对数量级为λ的能量修正感到兴趣。
16.
Apparently as λ approaches infinity the resulting function will no longer appear periodic.
显然当λ趋于无穷大时所得到的函数将不再是周期性的。
17.
Study on λ Being Substituted for Passive Degree of Freedom and Virtual Constraint Number of a Plane Mechanism
用λ替代平面机构局部自由度和虚约束数的研究
18.
Generalization of Necessary and Sufficient Conditions for the Restricted Distribution Function to Belong to the Domain of Attraction of D(Λ)
受限分布函数属于D(Λ)吸引场的充要条件的推广