| 1 | Error analysis in numerical analysis | [1] p. 11-38, [3] p. 13-32, [4] p. 11-32 |
| 2 | Forward, back and shift opreator and construction of the finete diffrence tables | [2] p. 44-53, [3] p. 163-169 |
| 3 | Polynomial of interpolation and application | [4] p. 169-173 |
| 4 | Geogory-Newton forward difference formula | [4] p. 174-175 |
| 5 | Problem of sub table and its applications | [2] p. 131-143 |
| 6 | Newton divided difference equation, | [1] p. 474-485, [2] p. 112-115, [3] p.114-132 |
| 7 | Lagrange interpolation equation and Aitken method | [2] p. 96-111, [4] p.177-179, [1] p. 485-489 |
| 8 | Midterm exam, Extrapolasyon | [4] p. 180-180 |
| 9 | Centered difference and its application | [2] p. 66-69, [4] p. 176-177 |
| 10 | Gauss and Stirling equalities | [2] p. 126-130 |
| 11 | Curve fitting and least square method and its application | [1] p. 438-467, [2] p. 489-498 |
| 12 | Numerical solution of the linear system of equation by using Jacobi and Gauss-Siedel, Numerical solution of the non-linear system of equation by using Newton-Raphson method | [4] p. 61- 64, [4] p. 115-120 |
| 13 | Power and reverse iteration methods for numerical solution of the problem of eigenvalues and eigenvectors. Connecting these answers to sustainable engineering. | [3] p. 323-336, [5] p. 166-170 |
| 14 | QR factorization methods for numerical solution of the problem of eigen values and eigen vectors | [3] p. 349-357 |