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2020년 1학기
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강의계획서
Linear Algebra_01_Section 1.1: Systems of Linear Equations

#### 차시별 강의

 1. Linear Algebra_01_Section 1.1: Systems of Linear Equations 02_Part I_Section 1.2: Row Reduction and Echelon Form 02_Part II_Section1.2: Row Reduction and Echelon Form 2. 03_Section 1.3: Vector Equations 04_Section 14: Matrix Equations 3. 05_Sections 1.7-1.8: Linear Independence, Introduction to Linear Transformation 06_Sections 2.1-2.5: Matrix Operations, The Inverse Matrix, Matrix Factorization 4. 07_Section 2.8: Subspace of R^n 08_Section 2.9: Dimension and Rank 5. 09_Sections 3.1-3.2: Introduction to and Properties of Determinants 10_Section 3.2: Properties of Determinants 6. 11_Section 3.3: Cramers Rule, Volume, Transformation, and The Big Question "What is the Determinant?" 12_Section 5.1: Eigenvalues and Eigenvectors 7. 13_Section 5.2: The Characteristic Equation 14_Sections 5.3, 5.6: Diagonalization, Discrete Dynamiccal Systems 8. 15_Sections 5.6, 5.7: Discrete Dynamical Systems, Aplication to Differential Equations 16_Section 6.1: Inner Product, Length, and Orthogonality 9. 17_Section 6.2: Orthogonal Set 18_Sections 6.3-6.4: Orthogonal Projection onto Subspace, The Gram-Schmidt Process 10. 19_Sections 6.4-6.5: The Gram Schmidt Process, Least Squares Problems and QR Factorization 20_Sections 6.5-6.7: Least-Squares Problems and QR Factorization, Application to Linear Models 11. 21_Sections 6.7: Application to Linear Models, Problems and Solutions I 22 Section: Problems and Solutions II 12. 23_Section: Problems and Solutions III 24_Section: Problems and Solutions IV 13. 25_Section: Problems and Solutions V 26_Section: Problems and Solutions VI, Semester Review I 26_Part II : Quiz 14. 27_Semester Review II 28_Semester Review III

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