图书标签: 数学  图论  GraphTheory  算法  阿男  Dover  计算机科学  计算机-算法   

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入门级的，看起来比较轻松

没什么数学，太好了……但是这个书反复强调了一个point，靠代数整明白的都不算真明白，还是得靠逻辑和空间思维想明白，所以我看完了觉得其实还是不会，因为我想不明白

很“浅显”，完全没有贬义。就连全书正文的最后一句都那么有意思 "By the way, Königsberg is not on any map. The town has been renamed 'Kaliningrad'; it is in Russia on the Baltic Sea." 嗯，听说七桥的时候大概是十三年前。

科普一发。Generalize三到六的第七章The Genus of a Graph才是坠吼的！第一版付梓时（1976）正在流传四色猜想被解决了，1978年再版的时候还不忘在afterword里面嘲讽一番计算机证明哈哈哈。

封面是4x4棋盘马走的路线的连线..

我给你们念一段原文（非第一章Pure Mathematics）： Given a specific problem, a pure mathematician will set it aside, ignore it, and turn his/her efforts to constructing an enormous machine---made up of definitions, lemmas, theorems, etc.---that will not only ...

我给你们念一段原文（非第一章Pure Mathematics）： Given a specific problem, a pure mathematician will set it aside, ignore it, and turn his/her efforts to constructing an enormous machine---made up of definitions, lemmas, theorems, etc.---that will not only ...

我给你们念一段原文（非第一章Pure Mathematics）： Given a specific problem, a pure mathematician will set it aside, ignore it, and turn his/her efforts to constructing an enormous machine---made up of definitions, lemmas, theorems, etc.---that will not only ...

我给你们念一段原文（非第一章Pure Mathematics）： Given a specific problem, a pure mathematician will set it aside, ignore it, and turn his/her efforts to constructing an enormous machine---made up of definitions, lemmas, theorems, etc.---that will not only ...

我给你们念一段原文（非第一章Pure Mathematics）： Given a specific problem, a pure mathematician will set it aside, ignore it, and turn his/her efforts to constructing an enormous machine---made up of definitions, lemmas, theorems, etc.---that will not only ...