| |
| 软件名称： |
Principles of Mathematical Analysis |
| 文件类型： |
|
|
| 界面语言： |
简体中文 |
| 软件类型： |
国产软件 |
| 运行环境： |
|
| 授权方式： |
共享软件 |
| 软件大小： |
12.0MB |
| 软件等级： |
 |
| 软件登陆： |
showtime |
| 作 者 ： |
Walter Rudin |
| 官方网址： |
官方站 |
| 程序演示： |
演示 |
| 整理时间： |
2008-01-13 |
| 软件简介： |
The author of this book expects you to be comfortable with mappings, set theory, linear algebra, etc. I would recommend that you use either Munkres' book on topology, or (if you can't afford that) the Dover book, Introduction to Topology by Bert Mendelson (you should read all of Ch. 3 BEFORE starting Rudin if you want to pick up on which things could be even more general than they are in Rudin - refer to earlier chapters if you don't recognize something). I suggest also looking at continuity in one of the topology books I mentioned. Also, look up the following things and at least know what they are before getting past Ch. 4, so you have some supplemental language to use: Banach space, boundary, basis for a topology, functional.
Like I said, this book is for serious people, and it requires strong focus for you to pick up on all the subtle arguments made through his examples. I do not agree with some people who say this book is bad for an introduction, in fact I think it is the best because Rudin REFUSES to be tied down to single variable concepts which could be explained just as easily in the context of more general spaces. If you are one of those kids who think's you're great at math because you do well in competitions, steer clear; your place is playing with series, inequlities, and magic tricks. If you are a get-your-hands-dirty kind of mathematician, then you should never let this book leave your side. |
| 下载地址： |
[ 下载地址1 ] |
| 下载帮助： |
 发表评论 加入收藏夹 错误报告 |
| 相关软件： |
无相关信息 |
| 下载说明： |
☉推荐使用网际快车下载本站软件，使用 WinRAR
v3.10 以上版本解压本站软件。
☉如果这个软件总是不能下载的请点击报告错误,谢谢合作!!
☉下载本站资源，如果服务器暂不能下载请过一段时间重试！
☉如果遇到什么问题，请到本站论坛去咨寻，我们将在那里提供更多
、更好的资源！
☉本站提供的一些商业软件是供学习研究之用，如用于商业用途，请购买正版。 |
|
|
|
|
