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A course in maths, containing a primer in everything you need to know in order to analyse systems of differential equations.
This course covers the basics of linear algebra focusing on the solution of dense systems of linear equations using direct methods and matrix decompositions. Both the theory and implementation of these methods are covered, as well as some standard Python libraries for linear algebra.
This course covers the basics of iterative methods for solving linear systems, and how to use sparse matrices to represent and solve these systems efficiently.
This course introduces the concept of continuous integration and how to set it up for a Python project using GitHub Actions.
This course introduces you to different methods and implementations of Ordinary Differential Equation (ODE) solvers.
This course offers a refresher of Bayesian inference and Markov chain Monte Carlo methods before delving into the ODE inference problem.