论文标题
具有全局n折对称性的切割和项目的菱形块砖的有效结构
An effective construction for cut-and-project rhombus tilings with global n-fold rotational symmetry
论文作者
论文摘要
我们为任何n的全局n折旋转对称性提供了明确有效的构造，用于菱形切割和项目的瓷砖。该结构基于常规N倍多移民的双重化。要点是证明这些多族的规律性，为此，我们使用三角解释方程的结果。
We give an explicit and effective construction for rhombus cut-and-project tilings with global n-fold rotational symmetry for any n. This construction is based on the dualization of regular n-fold multigrids. The main point is to prove the regularity of these multigrids, for this we use a result on trigonometric diophantine equations.
