| 1. | Subparacompact inverse images of 1 - subparacompact spaces
空间的一个注记 |
| 2. | On inverses images of paracompact spaces
关于仿紧空间的原象 |
| 3. | Uniform dimension of inverse image for n - parameter d - dimensional generalized brownian sheet
过程像集的一致维数 |
| 4. | Futhermore , we studied that the hausdorff dimension of its inverse image set
进一步，研究了非退化扩散过程的样本轨道的逆像集的hausdorff维数。 |
| 5. | The hausdorff and packing dimension of inverse image and level sets of n - dimension nondegenerate diffusion processes
维非退化扩散过程样本逆象集与水平集的分形性质 |
| 6. | In this thesis , with the aid of this paper , the author has discussed the hausdorff dimension and packing dimension of the level sets and inverse image of n - dimension non - degenerate diffusion processes
杨新建教授在文献[ 1 ]中研究了扩散过程样本的hlder连续性，并将其应用于求扩散过程像集与图集的hausdorff维数。 |
| 7. | Furthermore , the fractal properties of the level sets and inverse image of compact sets of n - dimension non - degenerate diffusion processes is also considered by professor yang in [ 2 ] , and some new results are obtained in this paper
另外，杨新建教授在文献[ 2 ]中研究了紧集上非退化扩散过程样本的水平集和逆像集的一些分形性质，本文在这方面也做了一些工作。 |
| 8. | In the case ( 3 ) . we also have that each critical component and its inverse images under iterations are homeomorphic to the filled julia set of a quadratic polynomial with connected julia set . each of the other components of a ' ( / ) is a single point
对于（ 3 ） ，我们进一步有：填充juia集包含临界点的周期分支及其迭代逆象同胚于一个有连通julia集的二次多项式的填充julia集，而其他分支都是单点。 |
