| 1. | Multi - compacton solutions of generalized nonlinear zakharov - kuznetsov equation
方程的多重紧孤立子解 |
| 2. | New exact solitary wave solutions to the nls and variant boussinesq equations
方程的同宿轨和周期孤立子 |
| 3. | New homoclinic orbits and soliton solutions for the classical boussinesq equations
方程的新同宿轨和孤立子解 |
| 4. | Exact travelling wave solutions and concave or convex peaked and smooth soliton solutions of camassa - holm equation
方程的精确行波解及其凹凸尖峰与光滑孤立子解 |
| 5. | With the modern computer technique , we find their new soliton solutions and other new exact solutions . furthermore , we generalize the tanh method
在已有的基础上寻找它们新的孤立子解及其它新精确解，并推广发展了tanh函数法。 |
| 6. | Based on this method , the kdv equation on the initial condition is solved . and one - soliton , two - soliton and n - soliton solutions are obtained
本文运用此办法解决了kdv方程的初值问题，得到了单孤立子解、双孤立子解和n个孤立子解。 |
| 7. | This paper mainly study some nonlinear evolution equations with physical background by using the homogeneous balance method and the tanh method , based on the soliton theory and method
本文基于现有的孤立子理论与现代计算机技术，运用齐次平衡法及tanh函数法，研究了多种具有物理背景的非线性发展方程。 |
| 8. | The moment map of this twisted cotangent sun ( t ) bundle is matched to the d - equation with fayet - illiopoulos source term , so the dynamics of the noncommutative solitons becomes that of the brane
我们由此扭曲的su _ n ( t )余切丛的momentmap给出了有fayt - illiopoulos源的d -方程，由此非对易孤立子的动力学就变成brane的动力学。 |
| 9. | Three eigenvalue problems associated with the same isospectral evolution equation are proposed . the corresponding nonlinearized eigenvalue problems and their relations are studied by the reduction procedure
摘要通过约化理论，研究了对应于同一离散孤立子方程族的三个离散特征值问题的非线性化特征值问题以及它们之间的关系。 |
| 10. | On the noncommutative torus t , restricting in the case that the noncommutative parameter and the area a of t being an integer , we obtained n solitons on t by orbifolding the total torus t n times into tn
对非对易tomst ，局限于非对易参数= z / n及t的面积a为一整数的情形，通过将t进行n次orbifolding为t _ n之后，我们得到了torust上的具有n个孤立子的解。 |
