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Marks distribution:
| 30 % | Internal Evaluation | Consists of 5 programming quizzes |
| 30 % | Mid-term exam | Theory paper |
| 40 % | End-term exam | Theory paper |
| Date | References | |
|---|---|---|
| Lecture 01 | 1st Aug 2025 | Introduction (Ch 1 till Theorem 4); Video |
| Lecture 02 | 6th Aug 2025 | Bisection Method (Ch 3.1) |
| Lecture 03 | 7th Aug 2025 | Newton-Raphson Method (Ch 3.2 before `Implicit Functions') |
| Lecture 04 | 8th Aug 2025 | Order of Convergence (Ch 1.2) |
| Lecture 05 | 13th Aug 2025 | quiz0 |
| Lecture 06 | 14th Aug 2025 | Secant Method (Ch 3.3) |
| Lecture 07 | 21st Aug 2025 | LU Decomposition (Ch 4.2), Video |
| Quiz 1 | 22nd Aug 2025 | quiz1, input-q1p1, input-q1p2, input-q1p3 |
| Lecture 08 | 26th Aug 2025 | Cholesky Decomposition (Ch 4.2) |
| Lecture 09 | 6th Sept 2025 | Gaussian Elimination (Ch 4.3 till Theorem 04), Video |
| Lecture 10 | 6th Sept 2025 | Norms and Error Analysis (Ch 4.4) |
| Lecture 11 | 10th Sept 2025 | Neumann Series and Iterative Refinement (Ch 4.5 before 'Equilibration') |
| Lecture 12 | 11th Sept 2025 | Iterative Methods (Ch 4.6 till Corr 1 excluding Thm 3,4), Video |
| Quiz 2 | 12th Sept 2025 | quiz2, input-q2p1, input-q2p2, input-q2p3-A, input-q2p3-b, input-q2p3-x0 |
| Lecture 13 | 13th Sept 2025 | Steepest Descent Method (Ch 4.7 before Conjugate Directions) |
| Lecture 14 | 13th Sept 2025 | Conugate Method (Ch 4.7 until Theorem 2) |
| Nr. | Book | Authors |
|---|---|---|
| [1] | Numerical Analysis: Mathematics of Scientific Computing | David Kincaid and Ward Cheney |