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Home » Basic and Health Sciences » Mathematics » Linear Algebra (V-U) » 2. Introduction to Matrices. (V-U)

2. Introduction to Matrices. (V-U)

Course:Linear Algebra (V-U)
Discipline:Basic and Health Sciences
Institute:Virtual University
Instructor(s): Prof. Dr. Junaid Zaidi
Level:Undergraduate

Linear Algebra (V-U)

1. Introduction (V-U)
10. The Matrix of Linear Transformations. (V-U)
11. Matrix Algebra. (V-U)
12. Inverse of a Matrix. (V-U)
13. Characterisation of Invertible Matrices. (V-U)
14. Partitioning of a Matrix. (V-U)
15. Matrix Factorization. (V-U)
32. Complex Eigenvalues and Vectors. (V-U)
16. Iterative Solution of Linear Systems. (V-U)
33. Discrete Dynamical Systems. (V-U)
17. Introduction to Determinants. (V-U)
34. Applications to Differential Equations. (V-U)
18. Properties of Determinants. (V-U)
35. Iterative Estimates for Eigenvalues. (V-U)
19. Cramer’s rule, Volume and Linear Transformations. (V-U)
36. Revision (V-U)
2. Introduction to Matrices. (V-U)
37. Revision ( system of Linear Equations). (V-U)
20. Vector Spaces. (V-U)
38. Inner Product and orthogonal vectors. (V-U)

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