最小化偶匹配的构造性方法
A constructive method to minimize couple matchings
摘要：
本文提供了两个边缘分布之间的不确定性耦合，独立耦合的替代建设性程序。它还引入了一个绘图下的不确定性到三个独立的耦合的混合。利用这种分解，它指出不确定性最佳地减少了配对，最小化了一行中相等配对的预期数量。此外，它是看到的Janson Vegelius系数只不过是一个偏差的不确定性，它表明，它趋于0时，模态的数量增加。
英文摘要：
This paper provides constructive procedures for the indeterminacy coupling between two marginal distributions, an alternative to independence coupling. It also introduces a drawing under indeterminacy into a mixture of three independent couplings. Leveraging on this decomposition it states that indeterminacy optimally reduces couple matchings, minimizing the expected number of equal couples drawn in a row. Besides it is seen that the Janson Vegelius coefficient is nothing but a deviation to indeterminacy and it is shown that it tends to 0 when the number of modalities increases.
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。
