Week 12: DIAGONALIZATION
we will learn about
1. orthogonality
2. Porjections, Inner Products and Matrices, Normed Vector Spaces
3. inner product space
4, problems
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Course Material
- Week 01: MATRIX AND OPERATION OF MATRIX
- Week 02: RECTANGULAR MATRIX, TRANSPOSE AND RELATED THEOREMS
- Week 03: SYSTEMS OF LINEAR EQUATION
- Week 04: POLYNOMIAL , BLOCK AND CONVERTIBLE MATRIX
- Week 05: COMPLEX MATRIXS, VECTOR SPACE
- Week 06: ELEMENTARY MATRIX AND OPERATION
- Week 07: LINEAR COMBINATION
- Week 08 : VECTOR SPACE
- Week 09 : Mid Term Exam
- Week 10: VECTOR ALGEBRA
- Week 11: DOT AND CROSS PRODUCT IN VECTOR ALGEBRA
- Week 12: LENGTH AND NORMS IN VECTOR ALGEBRA
- Week 12: DIAGONALIZATION
- Week 13: LINEAR TRANSFORMATION
- Week 14: EIGEN VALUES AND VECTORS DIAGONALIZED
- Week 15: LEAST SQUARE METHOD : NUMERICAL SOLUTION OF SYSTEM OF EQUATION
- Week 16: LU-DECOMPOSITION METHOD TO SOLVE SYSTEM OF EQUATION
- Week 18: Final Term Exam
- Chapters 18
- Department Physics
- Teacher
Ms. Nida Ibrar
