線代為所有工程中為必備之基礎工具，本課程希望幫助學生了解聯立方程式的求解、矩陣理論、向量空間、特徵值、特徵向量等觀念，並希望同學能實際掌握線性代數的相關技巧。教導學生線性系統的基本分析方法，包括矩陣、行列式、多維向量空間、特徵值、特徵向量、線性轉換等題綱，並將此種分析法應用在電路分析理論上。Linearity is a necessary basic tool in all projects. This course hopes to help students understand the concepts of solving celestial equations, matrix architecture, vector space, characteristic values, characteristic vectors, etc., and hopes that students can actually master the relevant skills of linear generation. Teach students the basic analysis methods of linear systems, including matrix, determinant, multidimensional vector space, characteristic values, characteristic vectors, linear conversion and other issues, and apply this analysis method to circuit analysis theory.
教導學生線性系統的基本分析方法，包括矩陣、行列式、多維向量空間、特徵值、特徵向量、線性轉換等題綱，並將此種分析法應用在電路分析理論上。
Teach students the basic analysis methods of linear systems, including matrix, determinant, multidimensional vector space, characteristic values, characteristic vectors, linear conversion and other issues, and apply this analysis method to circuit analysis theory.
Gareth Williams, Linear Algebra with Applications, sixth edition, Jones and Bartlett
Publishers
Gareth Williams, Linear Algebra with Applications, sixth edition, Jones and Bartlett
Publishers
| 評分項目 Grading Method | 配分比例 Grading percentage | 說明 Description |
|---|---|---|
| 隨堂作業隨堂作業 Works in the Hall |
30 | |
| 期中考期中考 Midterm exam |
30 | |
| 期末考期末考 Final exam |
30 | |
| 點名點名 Name |
10 |
