| 1. | At last , we compare the results of renormalization group method with that of green ' s functions method
并将结果与常规的格林函数方法所得的结果作了比较。 |
| 2. | By using the so called renormalization group method , we give a uniformly valid asymptotic expansions of the boundary value problems under consideration
利用重正化群方法，构造了该边值问题解的一致有效渐近展开式。 |
| 3. | Renormalization group method which calculates fractal dimension theoretically is the most useful tool when we study critical phenomena of phase transition
重整化群方法是研究相变的临界现象最有力的工具，它是一种由理论求得分形维数的方法。 |
| 4. | Wilson is the first scientist who applied renormalization group method to critical phenomenon . therefore , he opened the new frontier of the theoretical research of the critical phenomenon
Wilson首次将重整化群方法应用到临界现象上，为临界现象的理论研究打开了新的一页。 |
| 5. | Soon after that , other researchers adopt this idea to investigate critical phenomenon . they realized that the renormalization group method is a new scheme to research critical phenomenon
随后一些研究者也采用重整化群方法研究临界现象，发现重整化群方法是一种很好的研究临界现象的方法。 |
| 6. | Utilizing the three - dimension self - similar percolation model , the paper probed into the renormalization group method of grid of non - uniform granular mixtures , and the relationship between stabilization and non - uniform degree was discussed
借用三维自相似渗流模型重正化群方法，讨论了散粒体稳定性与颗粒非均匀程度的关系。 |
| 7. | In the second chapter , combined with the two - dimension triangle lattice ising model , we show the procedures of the renormalization group methods and illustrate how to apply these methods to solve critical exponent in detail
在第二章中结合二维三角形晶格伊辛模型详细地介绍了重整化群方法的步骤以及如何应用重整化群方法来求解临界指数。 |
| 8. | The real - space ( or position - space ) renormalization group method is close to fractal and is widely used in geometric phase transition systems without hamilton , for example , seepage , lattice animal and random walk
实空间(位置空间)重整化群方法与分形有密切的关系，在不具有哈密顿的几何相变系统，如渗流，晶格动物，无规行走等广泛地被应用。 |
| 9. | In the forth chapter , we present the subsequent development of the renormalization group methods at the beginning . then based upon the electron - phonon model , we explain how to apply these methods to obtain the flow equations of the model
在第四章中首先介绍了重整化群方法的最新发展，并结合电子?声子模型详细介绍了如何用重整化群流方程方法导出系统的流方程。 |
