计算方法 Numerical method (Spring 2024): Difference between revisions
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# [[Media:计算方法1-课程简介-Spring2024.pdf| 课程简介，函数求根]] | # [[Media:计算方法1-课程简介-Spring2024.pdf| 课程简介，函数求根]] | ||
# [[Media:计算方法2-插值-Spring2024.pdf| 牛顿法，插值，秘密分享，自纠错码]] | # [[Media:计算方法2-插值-Spring2024.pdf| 牛顿法，插值，秘密分享，自纠错码]] | ||
# [[Media:计算方法3-Chebyshev-Spring2024.pdf| Chebyshev插值与多项式，范数 | # [[Media:计算方法3-Chebyshev-Spring2024.pdf| Chebyshev插值与多项式，范数]] | ||
# [[Media:计算方法4-最小二乘法.pdf| | # [[Media:计算方法4-最小二乘法.pdf|最小二乘法，Gram-Schmidt正交化与QR分解]] | ||
# [[Media:计算方法5-高斯消元.pdf| | # [[Media:计算方法5-高斯消元.pdf|FFT，高斯消元与LU分解]] | ||
# [[Media:计算方法6-条件数和迭代法.pdf|算子范数，条件数和迭代法]] | # [[Media:计算方法6-条件数和迭代法.pdf|算子范数，条件数和迭代法]] | ||
Revision as of 09:18, 3 April 2024
| Instructor | |
|---|---|
| 刘景铖 | |
| liu [at] nju [dot] edu [dot] cn | |
| Office | 计算机系 516 |
| Class | |
| Class meetings |
周三 14:00-16:00 仙 Ⅱ-303 |
| Textbooks | |
|
Timothy Sauer 数值分析 （Numerical Analysis）（原书第2版）. 机械工业出版社. | |
| Teaching Assistants | |
| 傅心语，于逸潇 | |
| {xyfu, yixiaoyu} [at] smail [dot] nju [dot] edu [dot] cn | |
| Office | 计算机系 410 |
Announcement
- Welcome
Course info
- Instructor: 刘景铖 ( liu [at] nju [dot] edu [dot] cn )
- Teaching assistants: 傅心语，于逸潇
- TA email: {xyfu, yixiaoyu} [at] smail [dot] nju [dot] edu [dot] cn
- Homework email: nm_nju_2024@163.com
- Class meeting:周三 14:00-16:00， 仙 Ⅱ-303
- Office hour: 周二 15:00-17:00?, 计算机系516 (subject to change)
- QQ群: 855212527.(加入时需报姓名、专业、学号)
Textbooks and Readings
- 数值分析 （Numerical Analysis）（原书第2版）. Timothy Sauer. 机械工业出版社.
- Numerical Algorithms: Methods for Computer Vision, Machine Learning, and Graphics. Justin Solomon. CRC Press
- Lx=b, Laplacian Solver and Their Algorithmic Applications. Nisheeth K. Vishnoi.
如果在获取教材方面有困难可以联系助教。(仅限英文版)
Collaboration on Homework
You are welcome to work on homework problems in study groups of no more than 3 people; however, you must always write up the solutions on your own, listing all collaborators at the top. Similarly, you may use books or online resources to help solve homework problems, but you must always credit all such sources in your writeup and you must never copy material verbatim.
We believe that most students can distinguish between helping other students and cheating. You may discuss approaches but your solution must be written by you and you only. You should acknowledge everyone whom you have worked with or who has given you any significant ideas about the homework.
Further, it is your responsibility to ensure that your solutions will not be visible to other students. If you use Github or another source control system to store your solutions electronically, you must ensure your account is configured so your solutions are not publicly visible. Many popular version control systems provide free repositories to students.
As a final note, we’d like to point out that collaboration on homework, while permitted, can be detrimental to your learning if misused. In particular, avoid collaborations where you do not contribute enough to your own satisfaction. Such a collaboration not only cheats you out of an opportunity to learn through homework, but can also affect your confidence. If you feel that you are not contributing enough to your group, then try to spend time thinking about the problems alone before working with your group. If you end up solving the problem all by yourself, that’s great! And if not, you’ll still be better prepared to contribute to your group.
See also ACM Policy on Plagiarism.
Assignments
Late policy: In general, we will accomodate late submission requests ONLY IF you made such requests ahead of time.
- Homework1 请在 2024年03月12日23点59分之前提交到 nm_nju_2024@163.com (文件名为'学号_姓名_A1.pdf') Homework1 提交名单
- Homework2 请在 2024年03月26日23点59分之前提交到 nm_nju_2024@163.com (文件名为'学号_姓名_A2.pdf') Homework2 提交名单
- Homework3 请在 2024年04月09日23点59分之前提交到 nm_nju_2024@163.com (文件名为'学号_姓名_A3.pdf')
Lecture Notes
如果有下载课件的问题请及时联系助教。