消息首页搜索举报

英文原版 Graphs on Surfaces 曲面上的图图论数学教授Bojan Mohar 精装英文版进口英语原版书籍

书籍内容简介可联系客服查阅，查书找书开票同样可以联系客服

1198 1198 九五品

仅1件

广东广州

认证卖家担保交易快速发货售后保障

作者Mohar, Bojan, and Carsten Thomassen

出版社Johns Hopkins University Press

ISBN9780801866890

出版时间2001-06

装帧精装

定价1198元

货号YB-82393

上书时间2024-06-27

瑞雅图书专营店

已实名已认证进店收藏店铺

在售商品暂无
平均发货时间 9小时
好评率暂无

最新上架

英文原版小说 The Player Of Games 游戏玩家 ¥98.00

【预订】James and the Giant Peach ¥118.00

【预订】Drive Your Own Darn Bus! ¥138.00

英文原版 Mathematics Of Life 生命之数用数学解释生命的存在伊恩·斯图尔特英文版进口英语原版书籍 ¥96.00

英文原版 Introductory Chemistry: A Foundation 化学基础入门第9版英文版进口英语原版书籍 ¥832.00

英文原版 Ekstedt 瑞典餐厅Ekstedt 北欧的现代烹饪精装英文版进口英语原版书籍 ¥358.00

英文原版 Tribes 部落一呼百应的力量紫牛作者Seth Godin 领导学组织行为学精装英文版进口英语原版书籍 ¥178.00

英文原版 Yoga Babies 瑜伽宝宝 Fearne Cotton 英文版进口英语原版书籍 ¥56.00

英文原版书 The Immersion Program 沉浸计划漫画小说 ¥178.00

商品详情

品相描述：九五品

商品描述: 内容摘要
Graph theory is one of the fastest growing branches of mathematics. Until recently, it was regarded as a branch of combinatorics and was best known by the famous four-color theorem stating that any map can be colored using only four colors such that no two bordering countries have the same color. Now graph theory is an area of its own with many deep results and beautiful open problems. Graph theory has numerous applications in almost every field of science and has attracted new interest because of its relevance to such technological problems as computer and telephone networking and, of course, the internet. In this new book in the Johns Hopkins Studies in the Mathematical Science series, Bojan Mohar and Carsten Thomassen look at a relatively new area of graph theory: that associated with curved surfaces. Graphs on surfaces form a natural link between discrete and continuous mathematics. The book provides a rigorous and concise introduction to graphs on surfaces and surveys some of the recent developments in this area. Among the basic results discussed are Kuratowski's theorem and other planarity criteria, the Jordan Curve Theorem and some of its extensions, the classification of surfaces, and the Heffter-Edmonds-Ringel rotation principle, which makes it possible to treat graphs on surfaces in a purely combinatorial way. The genus of a graph, contractability of cycles, edge-width, and face-width are treated purely combinatorially, and several results related to these concepts are included. The extension by Robertson and Seymour of Kuratowski's theorem to higher surfaces is discussed in detail, and a shorter proof is presented. The book concludes with a survey of recent developments on coloring graphs on surfaces.