Dürer’s pentagon is known to the artist Albrecht Dürer. In this paper, we consider directed networks generated by Dürer-type polygons. We aim to present a study on some properties of these networks, such as degree distribution, clustering coefficient and average path length. We show that such networks have the scale-free effect, but do not have the small-world effect.

中文翻译：

---

DÜRER 型多边形上的分形网络

丢勒的五角大楼为艺术家阿尔布雷希特丢勒所熟知。在本文中，我们考虑由 Dürer 型多边形生成的有向网络。我们的目标是对这些网络的一些特性进行研究，例如度分布、聚类系数和平均路径长度。我们证明了这种网络具有无标度效应，但不具有小世界效应。