Core unitUnit 14 of 24
Numerical Analysis
Investigate computational methods for solving mathematical problems that cannot be solved exactly.
Difficulty
Beginner
Estimated study
200 hours
Duration
Self-paced
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About this unit
Unit overview
This unit studies reliable computational methods for mathematical problems that lack practical exact solutions. You will derive algorithms, estimate their errors and assess stability, convergence and efficiency.
Learning outcomes
What you’ll learn
- 01Analyse floating-point error and numerical stability
- 02Solve nonlinear equations and linear systems numerically
- 03Approximate functions, derivatives and integrals
- 04Evaluate convergence and error in numerical algorithms