Advanced Linear Algebra (V-U)

Applications of inner product spaces (V-U)

Diagonalization (V-U)

Dimension of a Vector (V-U)

Eigen Value Problems (continued) (V-U)

Eigen Value Problems (Jacobi’s Method) (V-U)

Eigen Value Problems (Power Method) (V-U)

Eigenvalues and Eigenvectors (V-U)

Inner Product (V-U)

Inner Product Spaces (V-U)

Introduction and overview (V-U)

Introduction to Matrices (V-U)

Least Square Solutions (V-U)

Linearly Independent Sets; Bases (V-U)

Matrix rank (V-U)

Null Spaces, Column Spaces, and Linear Transformations (V-U)

Orthogonal and Orthonormal set (V-U)

Orthogonal basis, Gram-Schmidt Process, Orthonormal basis (V-U)

Orthogonal Decomposition (V-U)

Row Reduction and Echelon Forms (V-U)

Solution of Linear System of Equations (Gauss–Seidel Iteration Method) (V-U)

Solution of Linear System of Equations (Jacobi Method) (V-U)

Solution of Linear System of Equations (Relaxation Method) (V-U)

Systems of Linear Equations (V-U)

The Characteristic Equation (V-U)