| 1. | Proof of a conjecture of harmonic univalent function
单叶调和函数一个猜想的证明 |
| 2. | Functions on bounded symmetric domains of cn
中全纯多调和函数的自共轭性质 |
| 3. | Positive harmonic functions on a class of complete riemannian manifolds
流形的正调和函数 |
| 4. | The subharmonic functions in hp space
空间中的次调和函数 |
| 5. | Some results on the harmonics
有关调和函数的一组结论 |
| 6. | An extension form of liouville ' s theorem about analytic functions for general harmonic functions is proved
摘要证明复变函数中的刘维尔定理在调和函数中的一种推广。 |
| 7. | Sampling data for brdf is analyzed with spherical harmonics , and then the brdf surface could be rendered fast under environment illumination
物体表面双向反射分布函数的采样数据利用球面调和函数系进行分析，然后可以在环境光源下作快速绘制。 |
| 8. | In chapter 5 , we first recall some results of the existence and regularity about the minimizers . secondly , we study the euler equations about the variationals and the approximate problems about the minimizers
第五章我们先阐述关于能量极小映射的相关结果；其次研究能量极小映射的euler方程；之后建立用调和函数逼近能量极小映射之结论。 |
| 9. | When target manifold is r , . if u is a function of finsler manifold , we can define laplace operator , it is well - defined . if u is called the eigenvalue of the laplacian a and u is called the corresponding eigenfunction
众所周知，对于黎曼几何，调和映射是调和函数的推广，且当目标流形为r时，二(哟二撇el ] .因此对于尸‘ nsler流形m上的函数。可以定义laptace算子为。 |
| 10. | In this thesis , we propose a new spherical . harmonics based 3d texture model - illumination - dependent texture ( idt ) . this texture model concentrates on presenting the 3d surface detail effects due to light movement , and ignores the effects caused by variation of viewing direction
本文提出了一种新的基于球面调和函数分析的3d纹理技术?光照相关纹理，着重表现3d纹理表面在不同光照下的视觉效果，同时忽略视角因素的影响。 |
