We consider a two-color urn model with multiple drawing and random time-dependent addition matrix. The model is very general with respect to previous literature: the number of sampled balls at each time-step is random, the addition matrix is not balanced and it has general random entries. Following previous results by same authors, we establish new statistical test about the average amplification coefficients.
翻译:我们考虑的是多幅图和随机时间附加矩阵的双色墨尔本模型。相对于以前的文献来说,该模型非常笼统:每个时间步骤的试样球数量是随机的,添加的球数量是不平衡的,并且有一般随机条目。根据同一位作者以前的结果,我们建立了关于平均振幅系数的新统计测试。