MAM 04 is a fascinating exploration of the Mathematics of Networks, specifically focusing on the concept of a repeating pattern in the Poincaré circle model of hyperbolic geometry. In this context, the design of a fish, inspired by M.C. Escher’s print Circle Limit III, emerges as a captivating example of this mathematical concept. The regular tessellation {10,3} forms the basis of this intricate design. For those interested in delving deeper into the topic, the MAM 04 Essays provide valuable insights, including an exploration of the origins of the internet map and its significance. Additionally, a downloadable PDF offers a comprehensive resource on the Smallworld Phenomenon, shedding light on its intriguing characteristics. Expand your knowledge and

MAM 04 April 2004Mathematics of Networks This fish design can be interpreted as a repeating pattern in the Poincaré circle model of hyperbolic geometry. It is based on the regular tessellation {10,3} and fish like those in M. C. Escher’s print Circle Limit III. MAM 04 Essays Origins of the internet map Download PDF Smallworld Phenomynom Read

You might be interested in exploring more about hyperbolic geometry and its applications. Speaking of hyperbolic geometry, you might be interested in this Wikipedia article that provides a comprehensive overview of the subject. Additionally, if you want to learn more about the renowned artist M. C. Escher and his works, especially his print “Circle Limit III,” you can check out this Wikipedia article for detailed information on his life and artistic contributions.