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Engineering Mathematics 3

coursetab

c_weekno	Title	Body
Class 1	Introduction, Geometry of Linear Equations
Class 10	Four fundamental subspaces of A, Projections and Least Squares
Class 11	Orthogonal matrix and Gram-Schmidt Process (1)
Class 12	Orthogonal matrix and Gram-Schmidt Process (2) (End of Chap. 3)
Class 13	Properties and Formula of Determinant
Class 14	Application of Determinant (End of Chap. 4), Eigenvalues and Eigenvectors
Class 15	Diagonalization of a Matrix
Class 16	Solving Difference Equation
Class 17	Complex Matrices
Class 2	Gaussian Elimination, Matrix Notation and Matrix Multiplication
Class 3	LU Decomposition, Matrix Inversion
Class 4	Transpose (End of Chapter 1), Vector Space
Class 5	Column/Nullspace of A, All solutions of Ax=b for general A
Class 6	Linear independence, Rank, Basis, Dimension, Four Fundamental Subspaces of A
Class 7	Pseudoinverse, Linear Transformation (1)
Class 8	Linear Transformation (2) (End of Chap. 2)
Class 9	Intersection, Sum and Direct Sum of Subspaces

code:

400.003_2007S

level:

year:

term:

staff:

Prof. Shim, Hyungbo

c_regdate:

2007-06-14 21:41:18

department:

Electrical and Computer Engineering