DAMSL-203 Numerical Approximation of DEs
January 16, 2026 2026-01-16 10:53DAMSL-203 Numerical Approximation of DEs
Type
Elective
Course Code
DAMSL-203
Teaching Semester
B semester
ECTS Credits
10
Student Performance Evaluation
The final grade will be based on homework/lab assignments and/or the final Exam/Project
Prerequisite Courses
Calculus I , Linear Algebra I, Python, Differential Equations
Syllabus
- The initial value problem (IVP) for ordinary differential equations
- Euler and Euler like methods
- Runge-Kutta Methods
- Multistep Methods
- Consistency, Stability and Accuracy of the methods
- Two-point boundary value problem: finite difference method
- Finite difference methods for partial differential equations
- The Poisson problem
- The heat equation
Learning Outcomes
After successful completion of the course the students will be able/have to
- Good knowledge of the basic numerical methods for solving differential equations
- Very good understanding of their stability and accuracy properties
- Implement the methods and obtain solutions of basic applied problems.
