论文标题
偶数置换身份的多版本
A Multiset Version of Even-Odd Permutations Identity
论文作者
论文摘要
在本文中，我们给出了一个新的BEXTIVE证明，证明了偶数置换身份的多键类似物。该多版本相当于原始的硬币布置引理，这是谢尔曼（Sherman）猜想Feynman的猜想的关键组合引理，内容涉及统计物理学中两个维度ISISING模型的平面图中与平面图中的识别相关的识别。
In this paper, we give a new bijective proof of a multiset analogue of even-odd permutations identity. This multiset version is equivalent to the original coin arrangements lemma which is a key combinatorial lemma in the Sherman's Proof of a conjecture of Feynman about an identity on paths in planar graphs related to combinatorial solution of two dimensional Ising model in statistical physics.
