论文标题
复合泊松场的联合顺序的渐近分析
Asymptotics of joint orderings of compound Poisson fields
论文作者
论文摘要
我们正在开发一种新方法，用于分析具有时间和空间化合物（标记）泊松输入流的排队系统。输入流的状态空间嵌入在较高维的空间中，上面有均匀的泊松场。我们证明，在坐标下的场点下排序下的部分标记的定理限制了定理。
We are developing a new method for the analysis of queuing systems with heterogeneous in time and space compound (marked) Poisson input flow. The state space of the input flow is embedded in a higher-dimensional space with a homogeneous marked Poisson field on it. We prove limit theorems for partial sums of marks under the ordering of field points by coordinates.
