如何学习数学符号? [英] How to learn mathematical notation?

问题描述

您对书本或网站有什么建议，可以教我数学符号吗?作为一名开发人员，我从事从.NET/SQL Server内容到Flash游戏的广泛项目，并且我经常发现自己是在参考Internet上的文章作为指导.许多文章都包含数学公式，除非附带普通英语"的解释，否则我通常会努力将公式转换为代码.

Do you have any recommendations of books or websites that would teach me mathematical notation. As a developer I work on a wide range of projects from .NET/SQL Server stuff through to Flash games and I often find myself referring to articles on the internet for guidance. Many of the articles contain mathematical formula, and unless they are accompanied by "plain English" explanations I usually struggle to convert the formula into code.

我拥有互动多媒体学位，因此我没有接受过正规的高等数学教育，但是，我发现数学并没有太费力而无法弄清.

I have a degree in Interactive Multimedia, and so I have had no formal higher math education, however, I don't find math to be too taxing to figure out.

希望通过学习这种表示法，我将能够真正地被更多的知识所束缚，从而进一步了解我的知识.

Hopefully by learning this notation I will be able to further my knowledge by actually being able to get stuck into more of it.

注意:请不要建议我回到学校，并参加更高的数学课程，因为虽然我知道这是最好的选择，但事实并非如此一个选项.除此之外，任何其他建议都将受到欢迎.

更新

以下是我最常编程的几种类型的东西.我不确定这些课程涵盖哪些数学领域.

Here are a few types of thing that I program most often. I'm not sure what areas of math these cover.

• 2d和3d碰撞检测
• 用于数据收集应用程序的报告实用程序(注册表，调查等)
• 2d和3d向量数学，主要基于游戏
• 颜色处理(以编程方式从一种颜色淡入另一种颜色，增加和减少颜色，使颜色即时变浅/变暗)

希望这有助于添加一些上下文.

Hope this helps add a bit of context.

推荐答案

听起来您的许多应用程序都在计算机图形学中.

It sounds like a lot of your applications are in computer graphics.

经典教科书之一是 Foley和Van Dam .您可以考虑获取一份副本. 它可能不会放慢解释矩阵的速度(请参阅我在坐标转换页面上给出的链接)，但是那里有足够的上下文，如果您对某些线性代数概念进行一些基本搜索，或者从图书馆中查阅一本线性代数书.

One of the classic textbooks is Foley and Van Dam. You might consider getting a copy. It may not slow down to explain matrices (see the link I gave for a page on coordinate transforms), but there's enough context there that you can probably do just fine if you either do some basic searches on some of the linear algebra concepts, or check out a linear algebra book from the library.

听起来完全线性的代数课程(涉及到特征值，矩阵分解和其他方面)的消化"并不能使您受益匪浅.我只想一次提出一个概念.您可以从慢速渗透中学到很多东西.

It doesn't sound like you'd benefit a lot from a full "digestion" of a linear algebra course (which goes into eigenvalues, matrix factoring, & other stuff). I'd just take one concept at a time as it comes up. You can learn quite a bit from slow osmosis.

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