| 1. | Functional relationships permeate every part of science .
函数关系渗透自然科学的每个部分。 |
| 2. | Very often one is interested in the position of the moving body as a function of time .
人们经常感兴趣的是运动物体的位置对时间的函数关系。 |
| 3. | Some of the most important functional relationships in economics are determined by equations .
经济学中某些重要的函数关系都是由方程来确定的。 |
| 4. | This integral can be evaluated, of course, only when the force is known as a function of the time .
显然，只有知道了力与时间的函数关系后，这个积分才能进行计算。 |
| 5. | Derivation of thermodynamic functions
关于热力学函数关系式的推导 |
| 6. | Asymptotic normality for semiparametric functional relationship models
关于半参数函数关系模型的渐近正态性 |
| 7. | Discussion on the relation between segmented functions and primary functions
对分段函数与初等函数关系的讨论 |
| 8. | Energy and wave function of the two dimensional harmonic oscilltor and hydrogen atom
二维谐振子与二维氢原子的能量及波函数关系 |
| 9. | The change of electromotive force resulting from temperature difference of two terminals
势的函数关系来测量温度的一种温度传感器 |
| 10. | Partially linear relationship model with errors in some variables observed at net - points
基于网点观测的变量不全含误差的部分线性函数关系模型 |
