Weeks | Topics |
1 |
Fundamental Definitions and Theorems
Machine Numbers
Errors
Arithmetical Process and Error Accumulation
|
2 |
Approximate Calculation of Equations with one Variable
Bisection Method
Regula Falsi Method
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3 |
Changed Regula Falsi Method
Newton-Raphson Method
Secant Method
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4 |
Fixed Point Iteration
Convergence Rate of Fixed Point
Zeros of Polynomial and Muller Method
|
5 |
Interpolation Theory
Taylor Polynomial
Interpolation and Lagrange Polynomial
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6 |
Iterative Interpolation
Divided Differences
Numerical Derivative
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7 |
Midterm Exam
|
8 |
Numerical Integral
Matrices and Other Process related to Matrices
Linear Equation Systems
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9 |
Gauss’s Elimination Method
Gauss-Jordan Method
Pivot Application
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10 |
L.U. Decomposition Method
Cholesky Method
Jacobi Iteration Method
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11 |
Gauss-Seidel Iteration Method
Eigenvalue and Eigenvector
Force and Iteration Method
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12 |
QR Factorization Method
Curve Fitting
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13 |
The Least Squares Method
Multivariate Regression
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14 |
Orthogonal Polynomial and The Least Squares Method
Curve Fitting by Trigonometrically Functions
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