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Conditionally monotone independence and the associated products of graphs

机译:有条件的单调独立和相关产品的图表

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摘要

We reduce the conditionally monotone (c-monotone) independence of Hasebe to tensor independence on suitably constructed larger algebras. For that purpose, we use the approach developed for a reduction of similar type for boolean, free and monotone independences. We apply the tensor product realization of c-monotone random variables to introduce the c-comb (loop) product of birooted graphs, a generalization of the comb (loop) product of rooted graphs, and we show that it is related to the c-monotone additive (multiplicative) convolution of distributions.
机译:我们减少了有条件的单调(C-单调)独立于挥霍独立于适当地构建的较大代数。 为此目的,我们使用开发的方法来减少Boolean,免费和单调独立。 我们应用C-单调随机变量的张量产品实现,介绍Biroouted图的C-Comb(环)产品,梳理图的泛型(环路)产品,我们表明它与C-相关 单调添加剂(乘法)分布卷积。

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