《All the mathematics you missed but need to know for graduate school》[1] 帮了我大忙（事实上，我当年确实很多没学且后来全用上了）。读完那本之后，Cullen 写的《Matrices and linear transformations》[2] 也非常管用。但如果你现在还跟我当年一样，连为什么首先要做这些变换的概念都还没搞明白，我建议先别急着看 Cullen。一旦你把那些概念吃透了，这本书就非常棒了。……
"All the mathematics you missed but need to know for graduate school"[1] helped me a lot (and, in fact, I had and did). Once I had finished that, Cullen's "Matrices and linear transformations"[2] was really helpful too. But I wouldn't do Cullen if you're still, as I was, floundering with the concepts of why you're doing this in the first place. It's great once you have those concepts down.…
Cullen 写的《Matrices and Linear Transformations》（Dover 数学丛书）能解答你的所有疑问甚至更多。它通篇用浅显易懂的大白话写成，不需要什么数学背景，而且你其实只需要读前三章就行。
Matrices and Linear Transformations by Cullen (Dover Books on Mathematics) will answer all your questions and more. It's written in plain English, doesn't require a mathematical background, and you really only need the first three chapters.
那是一本非常扎实的好书，涉及的内容绝不仅限于 3D 编程。它涵盖了向量、矩阵和线性变换，这些在计算机科学的其他领域也大有用处。不过，讲这些内容讲得极好的一本书是 O'Reilly 出品的《欧姆社学习漫画：线性代数》（The Manga Guide to Linear Algebra）。
That's a very solid book that deals with things not just restricted to 3D programming. It covers vectors, matrices and linear transformations, which are useful in other areas of Computer Science. Although an excellent book that covers these things is The Manga Guide to Linear Algebra, by O'Reilley.
Its almost as if there is an isomorphism between matrices and linear transformations. Actually, not almost. The author clearly explains this isomorphim in his introduction to matrices.
《All the mathematics you missed but need to know for graduate school》[1] 帮了我大忙（事实上，我当年确实很多没学且后来全用上了）。读完那本之后，Cullen 写的《Matrices and linear transformations》[2] 也非常管用。但如果你现在还跟我当年一样，连为什么首先要做这些变换的概念都还没搞明白，我建议先别急着看 Cullen。一旦你把那些概念吃透了，这本书就非常棒了。……
"All the mathematics you missed but need to know for graduate school"[1] helped me a lot (and, in fact, I had and did). Once I had finished that, Cullen's "Matrices and linear transformations"[2] was really helpful too. But I wouldn't do Cullen if you're still, as I was, floundering with the concepts of why you're doing this in the first place. It's great once you have those concepts down.…
Cullen 写的《Matrices and Linear Transformations》（Dover 数学丛书）能解答你的所有疑问甚至更多。它通篇用浅显易懂的大白话写成，不需要什么数学背景，而且你其实只需要读前三章就行。
Matrices and Linear Transformations by Cullen (Dover Books on Mathematics) will answer all your questions and more. It's written in plain English, doesn't require a mathematical background, and you really only need the first three chapters.
那是一本非常扎实的好书，涉及的内容绝不仅限于 3D 编程。它涵盖了向量、矩阵和线性变换，这些在计算机科学的其他领域也大有用处。不过，讲这些内容讲得极好的一本书是 O'Reilly 出品的《欧姆社学习漫画：线性代数》（The Manga Guide to Linear Algebra）。
That's a very solid book that deals with things not just restricted to 3D programming. It covers vectors, matrices and linear transformations, which are useful in other areas of Computer Science. Although an excellent book that covers these things is The Manga Guide to Linear Algebra, by O'Reilley.
矩阵和线性变换之间简直就像存在某种同构（isomorphism）一样。其实哪是“简直”，根本就是。作者在对矩阵的引言里把这种同构关系解释得清清楚楚。
Its almost as if there is an isomorphism between matrices and linear transformations. Actually, not almost. The author clearly explains this isomorphim in his introduction to matrices.