| 1. | ( 2 ) we studied the hyperbola function method and generalized it
( 2 )对双曲函数法进行了探讨，且对其进行了推广。 |
| 2. | Chapter 4 gives hyperbolic function transformation method and its applications
第四章讨论了双曲函数变法及其应用 |
| 3. | Arc hyperbolic function
反双曲函数 |
| 4. | Arc hyerbolic function
反双曲函数 |
| 5. | Modified hyperbolic function method and exact solutions to nonlinear evolution equations
修正双曲函数法与非线性发展方程的精确解 |
| 6. | At last , we construct hyperbolic polynomial curves in the space of hyperbolic functions . we call them as hc - bezier curves
文章最后运用同样的方法在双曲函数空间中构造了hc - b zier曲线。 |
| 7. | By using hyperbola function method , a class of exact kink solitary wave solutions to the nonlinear vibrating string are obtaind
用新近发展起来的双曲函数法，成功地得到了非线性弦振动方程的3组精确孤波解和2组其他类型的精确解 |
| 8. | We have introduced the hyperbola function method as well , and generalized the method to solve some nonlinear evolution equations
作为预备性的研究，首先对双曲函数法应用于求解非线性方程作了介绍，然后在该法思想基础上对其作了一定的推广。 |
| 9. | ( 3 ) we successfully derived some exact solitary wave solutions of the nonlinear approximate equations with long waves in shallow water by using the hyperbola function method
( 3 )用双曲函数法，成功得到了非线性浅水长波近似方程组的精确孤立波解。 |
| 10. | After briefly reviewing the classification and respective characters of curves and surfaces modeling , the paper expatiates its history in cagd
文章最后在双曲函数空间中讨论了hc - b zier曲线曲面。本文首先回顾了曲线曲面造型方法的分类以及各自的特点。 |
