论文标题
从等级获得的真实等法紧密框架$ 3 $图形
The real equiangular tight frames obtained from rank $3$ graphs
论文作者
论文摘要
我们介绍了所有非平凡的真实等值的紧密框架$ \ {φ_m\} _ {m = 1}^m $ in $ \ mathbb {r}^n $以$ 3 $ $ 3 $图形的$ m $ vertices上的$ 3 $图形$ 3 $ $ m $ Vertices的$ M $ Vertices以及其相关的$ M $ $ M $ prionder $ 3的vertice在$ 3 $上的球形嵌入$ 3 $图形上获得的$ 3 $ $ M $ M-M-1-1 $ M-1-1。
We present all nontrivial real equiangular tight frames $\{φ_m\}_{m=1}^M$ in $\mathbb{R}^N$ obtained as spherical embeddings of primitive rank $3$ graphs on $M$ vertices, and those such that one of their associated $M$ strongly regular graphs on $M-1$ vertices is a primitive rank $3$ graph.
