> For the complete documentation index, see [llms.txt](https://ykkim.gitbook.io/ec/llms.txt). Markdown versions of documentation pages are available by appending `.md` to page URLs; this page is available as [Markdown](https://ykkim.gitbook.io/ec/numerical-programming/syllabus.md).

# Syllabus

## 2026

GIthub: [Numerical Programming Github](https://github.com/ykkimhgu/EC-student)

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##

## 2025

GIthub: [Numerical Programming Github](https://github.com/ykkimhgu/EC-student)

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## 2024

• [NP ](https://github.com/ykkimhgu/EC-student)[github](https://github.com/ykkimhgu/EC-student)[ : tutorial source code](https://github.com/ykkimhgu/EC-student)

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## 2021-2

|    | 강의주제 및 범위                                                                                                                                    | 과제 결과물 및 평가                                                            |
| -- | -------------------------------------------------------------------------------------------------------------------------------------------- | ---------------------------------------------------------------------- |
| 1  | <p>Introduction, Taylor series</p><p>Tutorial: Review of C programming</p>                                                                   | TA: Taylor (sine) Assignment 0: Sine Function                          |
| 2  | <p>Numerical Differentiation</p><p>Tutorial: Differentiation Practice</p>                                                                    | TA: Pointer & Array TA: Debugging (upload) Assignment: Differentiation |
| 3  | <p>Numerical Integration</p><p>Tutorial: Integration Practice</p>                                                                            | Github / MarkDown (assignment) Assignment: Integration                 |
| 4  | <p>추석</p><p>ODE IVP: \~ Modifed Euler</p>                                                                                                    |                                                                        |
| 5  | <p>ODE IVP: \~Runge-Kutta</p><p>ODE IVP: MultiStep, Higher-Order</p>                                                                         | Assignment: ODE Part 1                                                 |
| 6  | <p>ODE IVP: Higher-Order</p><p>Linear Equations: Review on Linear Algebra</p><p>Tutorial: Structure/DynamicAllocation / NM code template</p> | <p>Assignment: ODE Part 2</p><p>Github / MarkDown</p>                  |
| 7  | <p>Test (\~ODE)</p><p>Linear Equations: Gauss Elimination</p>                                                                                | Assignment: GE without pivot                                           |
| 8  | Linear Equations : LU Decomposition, Pivoting, Matrix inverse                                                                                | Assignment: LU                                                         |
| 9  | Eigenvalue-Eigenvector Problem                                                                                                               | Assignment: GE without pivot                                           |
| 10 | <p>Eigenvalue-Eigenvector Problem<br>Tutorial: Eigenvalue (MATLAB)</p>                                                                       | Assignment: Eigenvalue                                                 |
| 11 | Curve Fitting (Least square method)                                                                                                          |                                                                        |
| 12 | Curve Fitting Practice: C programming (Linear regression)                                                                                    | Assignment: Linear Fit                                                 |
| 13 | Interpolation                                                                                                                                |                                                                        |
| 14 | Nonlinear Equation : Bisection, Newton and Secant Methods                                                                                    | TA: ODE- 2nd order Assignment: Nonlinear                               |
| 15 | Review                                                                                                                                       |                                                                        |