论文标题
使用Bernoulli图的组合身份
Combinatorial identities using Bernoulli Graphs
论文作者
论文摘要
在这里，我提出了使用基于图的方法得出的一系列组合平等性。在移动点的概率动力学之后，访问了图中的不同节点。结果以这样的方式呈现，使得概括（对更多的节点或维度）很简单。在即时M处，我们“拍照”系统，并计算出在太空中特定位置的概率。所有这些概率的总和等于一个。
In here, I present a series of combinatorial equalities derived using a graph based approach. Different nodes in the graphs are visited following probabilistic dynamics of a moving dot. The results are presented in such a way that the generalisation (to more nodes, or dimensions) is straightforward. At an instant m, we "take a picture" of the system and we compute the probabilities of being at particular positions in space. The sum of all these probabilities is equal to one.
