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Linear Algebra for Physics

When you'll study it
Semester 2
CATS points
15
ECTS points
7.5
Level
Level 4
Module lead
Andrew O'bannon
Academic year
2021-22

Module overview

Linear maps on vector spaces are the basis for a large area of mathematics, in particular linear equations and linear differential equations, which form the basic language of the physical sciences.

This module restricts itself to multi-dimensional vector space (denoted R^n) to build an intuitive understanding of the concepts of linear algebra and tools for calculations. We begin with the geometry of lines and planes in multi-dimensional vector space looking at the intuitive concept of vectors on the one hand, and with systems of linear equations on the other. This leads us to matrix algebra, and in particular the inversion of matrices.

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