Practical Numerical Analysis (2026-27)
Main content blocks
- Lecturer: Profile: Kathryn Gillow
Section outline
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Opened: Saturday, 10 October 2026, 12:00 AMDue: Thursday, 22 October 2026, 9:00 AM
Rootfinding, interpolation, and elliptic BVPs. The material for this sheet is contained in Lecture 1: Rootfinding, Lecture 2: Quadrature, and Lecture 3: Elliptic BVPs.
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Opened: Saturday, 17 October 2026, 12:00 AMDue: Thursday, 5 November 2026, 9:00 AM
Numerical solution of initial value problems. The material for this sheet is contained in Lecture 4: Initial Value Problems: ODEs, Lecture 5: Initial Value Problems: ODEs, and Lecture 6: 1D Parabolic PDEs: Finite Difference Methods.
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To use publish.py, use a command of the form
python publish.py solutions1.pyÂ
In order for this to work you will need to install the packages jupytext and nbconvert.
This will generate an html file and a jupyter notebook.
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The \(\theta\)-method for solving initial value ODE problems.
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Runge-Kutta schemes for solving ODE initial value problems.
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Registration start: Monday, 5 October 2026, 12:00 PMRegistration end: Friday, 6 November 2026, 12:00 PM
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Class Tutor's Comments Assignment
Class tutors will use this activity to provide overall feedback to students at the end of the course.
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