《理解几何代数》封面

理解几何代数

Understanding Geometric Algebra

Kenichi Kanatani · 初版 2015 年

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  • …理论,看看这篇论文[“Lie Groups as Spin Groups”][lgasg]。如果你是物理学者 / 物理系学生 / 电气工程师等,可以试试《Geometric Algebra for Physicists》[gap],或者《Understanding Geometric Algebra for Electromagnetic Theory》[gaet]。如果想换个稍微不同的视角,看看 [Sobczyk][] 的《New Foundations in Mathematics: The Geometric Concept of Number》[nfm]。Sobczyk 有些挺有意思的…

    …theory, check out this paper [“Lie Groups as Spin Groups”][lgasg]. If you’re a physicist / physics student / electrical engineer / etc., try the book [Geometric Algebra for Physicists][gap] or perhaps [Understanding Geometric Algebra for Electromagnetic Theory][gaet] For a slightly different perspective, take a look at [Sobczyk][]’s [New Foundations in Mathematics: The Geometric Concept of Number][nfm]. Sobczyk has some interesting…

  • 我正在死磕金谷健一的《Understanding Geometric Algebra》,快啃到 Grassmann Algebra(格拉斯曼代数)那章了,这样之后我就能接着读 John Browne 的《Grassmann Algebra Volume 1 Foundations》。金谷那本书是从基础向量微积分、Hamilton、Grassmann 讲起的…

    I am working my way through Understanding Geometric Algebra by Kenichi Kanatani up to the Grassmann Algebra chapter, so I can then pick up John Browne's Grassmann Algebra Volume 1 Foundations. Kenichi's book works from basic vector calculus, Hamilton, Grassmann…

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