在$n$ -概率单纯形上两个随机点关于一阶随机优势和单调似然比偏序可比的概率
The probability that two random points on the $n$-probability simplex are comparable with respect to the first order stochastic dominance and the monotone likelihood ratio partial orders
摘要：
一阶随机优势和单调似然比是$n$ -概率单形上的两个偏序，它们在MDP和POMDP的结构性结果的建立中起着重要的作用.我们研究的强度，这些偏序的$n$ -概率单纯形上的两个随机点是如何可能的，是可比的，相对于每两个偏序。
英文摘要：
First order stochastic dominance and monotone likelihood ratio are two partial orders on the $n$-probability simplex that play an important role in the establishment of structural results for MDPs and POMDPs. We study the strength of those partial orders in terms of how likely it is for two random points on the $n$-probability simplex to be comparable with respect to each of the two partial orders.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
