论文标题
拒绝抽样中包含概率的非反应界限
Non-asymptotic bounds for inclusion probabilities in rejective sampling
论文作者
论文摘要
我们为具有各种尺寸参数的拒绝采样模型的第一和更高阶段的包含概率提供了非质子界限。此外，我们在半准阶订购中得出界限，以收集（条件）第一阶和二阶包含概率作为对角线的矩阵。偏离分子。
We provide non-asymptotic bounds for first and higher order inclusion probabilities of the rejective sampling model with various size parameters. Further we derive bounds in the semi-definite ordering for matrices that collect (conditional) first and second order inclusion probabilities as their diagonal resp. off-diagonal entries.
