Jassologie : Une vision originale sur les cartes orientables
📝 Original Info
- Title: Jassologie : Une vision originale sur les cartes orientables
- ArXiv ID: 1304.0719
- Date: 2013-07-26
- Authors: Researchers from original ArXiv paper
📝 Abstract
Jassology is a global theory on orientable maps which results from artistic experiments. The objective of this article is to define and describe the essential tools of Jassologic process, wich consists in associating a word, called Jassologic Word, to a planar trivalent rooted map. The original method is based on breaking down a map into layers of cells called "Jasses", which means "layers" in Provence. We also describe in details the set of Jassologic Words, whose alphabet is composed of 16 specified caracters (Catherine Mouet's caracters). And we explain how to construct a planar trivalent rooted map from any Jassologic Word. We obtain a bijection between Jassologic Words and the equivalence classes of planar trivalent rooted maps. In particular, two planar trivalent rooted maps are equivalent if and only if their correspondant Jassologic Words are the same. From a computer science point of view, Jassologic process is an algorithm which doesn't use any handling of images.💡 Deep Analysis
Deep Dive into Jassologie : Une vision originale sur les cartes orientables.Jassology is a global theory on orientable maps which results from artistic experiments. The objective of this article is to define and describe the essential tools of Jassologic process, wich consists in associating a word, called Jassologic Word, to a planar trivalent rooted map. The original method is based on breaking down a map into layers of cells called “Jasses”, which means “layers” in Provence. We also describe in details the set of Jassologic Words, whose alphabet is composed of 16 specified caracters (Catherine Mouet’s caracters). And we explain how to construct a planar trivalent rooted map from any Jassologic Word. We obtain a bijection between Jassologic Words and the equivalence classes of planar trivalent rooted maps. In particular, two planar trivalent rooted maps are equivalent if and only if their correspondant Jassologic Words are the same. From a computer science point of view, Jassologic process is an algorithm which doesn’t use any handling of images.