In Harry Potter,Chinese elements are throughout. From the Phoenix Fawkes appearing in the beginning,to Harry's first girlfriend Cho Chang,and the Chinese fireball in the Triwizard Tournament,Chinese elements play ...In Harry Potter,Chinese elements are throughout. From the Phoenix Fawkes appearing in the beginning,to Harry's first girlfriend Cho Chang,and the Chinese fireball in the Triwizard Tournament,Chinese elements play a very important role in the novel and are important in the construction of the magic world. However,in Chinese traditional culture,the unique cultural images are not the same as those in the novels. This thesis studies the cultural prototype of the Chinese elements,and makes a detailed comparison of these elements.展开更多
In this paper, a new spectral problem is proposed and the corresponding soliton equations hierarchy are also obtained. Under a constraint between the potentials and the eigenfunctions, the eigenvalue problem is nonlin...In this paper, a new spectral problem is proposed and the corresponding soliton equations hierarchy are also obtained. Under a constraint between the potentials and the eigenfunctions, the eigenvalue problem is nonlinearized so as to be a new finite-dimensional Hamiltonian system. By resotring to the generating function approach, we obtain conserved integrals and the involutivity of the conserved integrals. The finite-dimensional Hamiltonian system is further proved to be completely integrable in the Liouville sense. Finally, we show the decomposition of the soliton equations.展开更多
文摘In Harry Potter,Chinese elements are throughout. From the Phoenix Fawkes appearing in the beginning,to Harry's first girlfriend Cho Chang,and the Chinese fireball in the Triwizard Tournament,Chinese elements play a very important role in the novel and are important in the construction of the magic world. However,in Chinese traditional culture,the unique cultural images are not the same as those in the novels. This thesis studies the cultural prototype of the Chinese elements,and makes a detailed comparison of these elements.
基金Supported by the National Natural Science Foundation of China(1127100861072147+2 种基金11447220)Supported by the First-class Discipline of Universities in ShanghaiSupported by the Science and Technology Department of Henan Province(152300410230)
文摘In this paper, a new spectral problem is proposed and the corresponding soliton equations hierarchy are also obtained. Under a constraint between the potentials and the eigenfunctions, the eigenvalue problem is nonlinearized so as to be a new finite-dimensional Hamiltonian system. By resotring to the generating function approach, we obtain conserved integrals and the involutivity of the conserved integrals. The finite-dimensional Hamiltonian system is further proved to be completely integrable in the Liouville sense. Finally, we show the decomposition of the soliton equations.
