论文标题
随机复合物的线性嵌入
Linear embeddings of random complexes
论文作者
论文摘要
对于$ x \ sim x（n; 1，n^{ - α_1}，n^{ - α_2}，...）$在多组合随机简单复杂模型中，我们对$α_i$ $的$ \ \ \ \ \ \ \ \ \ mathbb {r}^$ her $α_i$ of $α_i$ of $α_i$ n of $α_i$ a in of $α_i$ a} $ {2DDDD} $。
For $X \sim X(n; 1, n^{-α_1}, n^{-α_2}, ...)$ in the multiparameter random simplicial complex model we establish necessary and sufficient strict inequalities on the $α_i$'s to linearly embed the complex into $\mathbb{R}^{2d}$.
