论文标题
通用交织矩阵的子集表示和特征值
Subset Representations and Eigenvalues of the Universal Intertwining Matrix
论文作者
论文摘要
我们解决了一个关于子集表示的普遍交织的内态性质内态性特征值的组合问题。然后将其用于证明艾森布德 - 腿khimshiashvili（Elk）签名公式的评估合理性，用于渐变索引的渐变索引，在Arxiv中的脱位星：2001.10882
We solve a combinatorial question concerning eigenvalues of the universal intertwining endomorphism of a subset representation. This is then applied to justify the evaluation of the Eisenbud-Levine-Khimshiashvili (ELK) signature formula for the gradient index at a degenerate star in arXiv:2001.10882
