| 1. | Integral representation of analytic functions in weighted hardy space
空间中解析函数的积分表示 |
| 2. | In addition , the integral representation of circularly symmetric functions is also obtained
另外，还得到了圆对称函数的积分表示。 |
| 3. | The purpose of the second chapter is to establish the integral representation of the transient distribution of the queue length of these four queueing models which are more general than gi / g / 1 queueing system
第二章的目的，是要建立较gi / g / 1排队系统更一般化的这四个排队系统的瞬时队长分布的积分表示。 |
| 4. | Thirdly , we can view the degenerate pde as an ode with respect to degenerate direction . so an integral representation of the weak solution ' s 1 - order derivative can be obtained to establish two fundmental lemma under two different cases
进而，利用退化椭圆型方程弱解与强解的一致性和已知先验估计，可得该类退化问题分别在每个区域上的h ’弱解的唯一性 |
| 5. | Additionally , provided that not all interarrival times distribution and ser - vice times distribution are of density function , the integral representation of the transient disribution of the queue length of these four queueing systems as indicated above is obtained by applying the theory of markov skeleton processes
此外，当到达间隔分布和服务时间分布不都有密度函数时，应用马尔可夫骨架过程理论，亦可得到上述四个排队系统的瞬时队长分布的积分表示。在处理上述这两个内容截然不同的部分时，所使用的基本方法是一致的。 |
| 6. | In queueing theory , the research on gi / g / l queue have been continued for decades of years . by the end of last century , the integral representation of its transient distribution of the queue length has been obtained . in this integral representation , the integrated term can be determined recursively by a system of kolmogorov differential equation
在排队理论中，关于gi / g / 1排队系统的研究，延续了几十年，直至上个世纪末，方得到了它的瞬时队长分布的积分表示，在这个积分表示中，其被积项可以由一组柯尔莫洛夫偏微分方程递归地确定。 |
| 7. | The explicit formulas for the second type of hua domain and two types of generalized exceptional hua domain are obtained in the first chapter of this article : whether a domain is complete with respect to bergman distance is studied in the second chapter of this article , and we prove super - cartan domains which are special types of hua domain are complete with respect to bergman distances ; the integral representation for the first type of super cartan domain which is based on its characteristic boundary is got in the third chapter of this article : a sufficent and necessary condition that a bounded domain in cn is biholomorphic to the classical domain is given in the fourth chapter of this article
第一部分给出第二类华罗庚域和两类广义例外华罗庚域的bergman核函数的显表达式；第二部分研究bergman度量的完备问题，证明了超cartan域(一种特殊的华罗庚域)关于bergman度量完备；第三部分给出了第一类超cartan域的建立在其特征边界上的积分表示公式；第四部分则给出了c ~ n中的有界域全纯等价于典型域的充要条件。 |
