| 課程與核心能力關聯配比(%) |
課程目標之教學方法與評量方法 |
| 課程目標 |
核心能力 |
配比(%) |
教學方法 |
評量方法 |
| The course aims to teach the mathematical techniques and related knowledge needed to understand and solve physics problems, equipping students with fundamental mathematical skills. Most importantly, it introduces how these skills can be applied in related specialized physics subjects. The course next semester will focus on linear algebra in physics. |
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| 授課內容(單元名稱與內容、習作/每週授課、考試進度-共16週加自主學習) |
| 週次 |
授課內容 |
| 第1週 |
*實際教學進度將視學生吸收情況調整*
orientation |
| 第2週 |
matrices |
| 第3週 |
algebra of matrices |
| 第4週 |
inverse of matrices (I) |
| 第5週 |
inverse of matrices (II) |
| 第6週 |
inverse of matrices - applications |
| 第7週 |
linear transformation |
| 第8週 |
midterm exam |
| 第9週 |
eigensystem |
| 第10週 |
diagonaliztion of matrices |
| 第11週 |
diagonaliztion of matrices - applications |
| 第12週 |
special matrices |
| 第13週 |
special matrices - applications |
| 第14週 |
Dirac notation in linear algebra |
| 第15週 |
principal components analysis (I) |
| 第16週 |
final exam |
自主學習
內容 |
03.製作專題報告
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| 學習評量方式 |
| midterm 50% and final 50% |
| 教科書＆參考書目(書名、作者、書局、代理商、說明) |
| ADVANCED ENGINEERING MATHEMATICS - by ERWIN KREYSZIG HERBERT KREYSZIG, and EDWARD J. NORMINTON |
| 課程教材（教師個人網址請列在本校內之網址） |
| Textbook and instructor-prepared lecture notes |
| 課程輔導時間 |
| Students who need assistance may schedule an appointment with the instructor via email. |
| 聯合國全球永續發展目標(連結網址) |
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