| 1. | On strongly quasi - convex mappings on unit ball in cn
中单位球上的强拟凸映照 |
| 2. | Using the unit ball ' s slice , we described them
并用单位球的切片刻画了他们的各种性质。 |
| 3. | The distortion theorems of the linear invariant family on the unit ball
单位球上线性不变族的偏差定理 |
| 4. | Pointwise multipliers between two holomorphic function spaces in the unit ball of cn
中单位球上两个全纯函数空间之间的点乘子 |
| 5. | The boundedness of weighted composition operators on several holomorphic function spaces on the unit ball of cn
中单位球上几个全纯函数空间上加权复合算子的有界性 |
| 6. | In section 1 . 1 , on the basis of k - dimension volume , we introduced the notion of kdc for the first time . in section 1 . 2 , using the unit ball ' s slice , we described it
在第1 . 1节k -维体积首次引入了kdc的概念；在第1 . 2节用单位球的切片进行了刻画。 |
| 7. | From the silhouettes of references images , we obtain point positions of visual hull . then , we use the relative position in polar - coordinates to construct the mesh of visual hull
本文的算法首先在单位球上的各个方向上采样，然后利用采样得到的线段在单位球上的位置关系，重建出三维面片。 |
| 8. | In the fourth chapter , we use reproducing kernel and carleson measure charactering pointwise multipliers between the hardy space and bergman space , bergman space and bergman space on the unit ball
在第四章中，我们利用再生核与carleson测度工具刻画了单位球上hardy空间到bergman空间，以及bergman空间到bergman空间的点乘子。 |
| 9. | In this paper , we introduce the difinition of vector - valued random power series on the unit ball of c " , and get the extension of salem - zygmund theorem by martingale and proof the convergence of vector - valued random power series
本文引入了c ~ n单位球上的向量值随机幂级数的定义，并且利用鞅推广了salem - zygmund定理，证明了向量值随机幂级数的收敛性质，随后，本文给出了向量值随机幂级数属于向量值hardy空间的充分条件。 |
