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英国著名神学家和小说家，以科幻小说《平面国》闻名于世...

出版者:Princeton University Press

作者:Edwin Abbott Abbott

出品人:

页数:136

译者:

出版时间:2005-09-19

价格:USD 9.95

装帧:Paperback

isbn号码:9780691123660

丛书系列:Princeton Science Library

图书标签:

科幻
math
flatland
英文
小说
科普
数学
english

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Over a hundred years ago, Edwin Abbott Abbott wrote a mathematical adventure set in a two-dimensional plane world, populated by a hierarchical society of regular geometrical figures-who think and speak and have all too human emotions. Since then Flatland has fascinated generations of readers, becoming a perennial science-fiction favorite. By imagining the contact of beings from different dimensions, the author fully exploited the power of the analogy between the limitations of humans and those of his two-dimensional characters.</p>

A first-rate fictional guide to the concept of multiple dimensions of space, the book will also appeal to those who are interested in computer graphics. This field, which literally makes higher dimensions seeable, has aroused a new interest in visualization. We can now manipulate objects in four dimensions and observe their three-dimensional slices tumbling on the computer screen. But how do we interpret these images? In his introduction, Thomas Banchoff points out that there is no better way to begin exploring the problem of understanding higher-dimensional slicing phenomena than reading this classic novel of the Victorian era.</p>

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《生活大爆炸》里，谢耳朵有一次说：Sometimes when I feel stifled and want a change of scenery, I use my imagination. One of my favorite places to visit is the two dimensional world described in Edwin Abbott's mathematical fantasy, "Flatland." 这本一百多年以...

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1、英国人的幽默感总是与众不同，埃德温·A·艾伯特1884年的《平面国》今天看起来仍然充满现实的讽喻，前半本整个就是个数学版本的《1984》，而且更加精干和一针见血。看到圆形教士镇压不规则形领导煽动等腰三角形起义，要求获得平等，觉得如此熟悉。 2、而后半本则提出了更宏...

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对于《平面之国》这部小说的分类，历来有两种不同的观点。第一种意见是把它列为“科学小说”。从这个意义上讲，作者艾勃特运用深入浅出的语言，借助清晰严谨的结构，引人入胜的想象，以及滑稽生动的实例，向读者呈现了点（零维）、直线（一维）、平面（二维）以及空间（三维）...

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焦建/文上完中学的几何课程之后，除了对数学有兴趣的人，估计不会有太多人还对于平面和纬度产生兴趣。作为一种理解更加艰深知识的工具，这些概念被当做一种学习的跳板。我们都记得的公理是——点移动成线，线移动成面，面移动成体。立体图形成为学习的核心，除此之外，其他的...

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