论文标题

根部多面体的面

Faces of root polytopes

论文作者

Setiabrata, Linus

论文摘要

我们完全表征了根polytope $ \ tilde q_g = \ text {cons} \ {\ mathbf 0,\ mathbf e_i- \ mathbf e_j \:(i,j)\ in E(g)\} $组合。我们的结果专门以直接的方式产生了最先进的结果。

We completely characterize the faces of the root polytope $\tilde Q_G = \text{conv}\{\mathbf 0, \mathbf e_i - \mathbf e_j\: (i,j) \in E(G)\}$ combinatorially. Our results specialize to state of the art results in a straightforward way.

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