论文标题
在准算术coxeter侧面的脸上
On faces of quasi-arithmetic Coxeter polytopes
论文作者
论文摘要
我们证明，准算术coxeter polytope的每个低维脸，恰好是Coxeter polytope，也是准算术。我们还为编辑$ 1 $面对面的算术和一些计算的示例提供了足够的条件。
We prove that each lower-dimensional face of a quasi-arithmetic Coxeter polytope, which happens to be itself a Coxeter polytope, is also quasi-arithmetic. We also provide a sufficient condition for a codimension $1$ face to be actually arithmetic, as well as a few computed examples.
