Course Description
Introductory courses on linear algebra basic to further study in mathematics. Includes vectors, matrices, rank of a matrix, determinants, solutions of systems of linear equations, eigenvalues, eigenvectors and matrix representation of linear transformations. Two periods of lecture and two periods of recitation weekly.
J: 線形代数学の基礎を学ぶ。平面，空間のベクトル，内積，外積，行列，階数，行列式，連立1次方程式の解法，行列の固有値，固有ベクトル，および平面，空間上の線形写像の行列表示などを取り扱う。毎週講義2時限，演習2時限。 E: 線形代数学 I（J）とほぼ同一の内容を英語のテキストを用いて英語で講義する。毎週講義2時限，演習2時限。
Contents of Lectures 10 Lectures / 39 Videos
Sep 06 1. System of Linear Equations
Period 1
Period 2
Sep 13 2. Solution Sets of Linear Systems
Period 1
Period 2
Sep 20 3. Linear Transformations
Period 1
Period 2
Sep 27 4. Matrix Algebra
Period 1
Period 2
Oct 04 5. Properties of Matrix Algebra
Period 1
Period 2
Oct 11 6. Determinants
Period 1
Period 2
Oct 18 7. Applications of Determinants
Period 1
Period 2
Oct 25 8. Vectors and Vector Spaces
Period 1
Period 2
Nov 01 9. Eigenvalues and Eigenvectors
Period 1
Period 2
Nov 08 10. Review
Period 1
Period 2
Review and Exams
Textbook
Linear Algebra and Its Applications, 5th Edition, by David C. Lay, paper back, Pearson, Global Edition
Instructor: SUZUKI‚ Hiroshi 鈴木寛（ ICU Professor Emeritus 国際基督教大学 名誉教授） | Language of Instruction: J
Major: Mathematics 数学 | Course ID: MTH103 | Course Schedule: 1/TU,2/TU | Update: 2019.01.28 Category: Major Courses