Mathematics modules
Browse Mathematics to find descriptions, what you will learn, how you will be taught, and how you will be assessed.
Level 1
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Project (Mathematics) module (DI11005)
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Calculus II module (DI12001)
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Statistics (with English) module (DI12006)
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Science and Engineering Mathematics 1A module (EG11003)
Gain confidence with existing mathematical skills and a deeper understanding of mathematics to build a strong foundation for further mathematics modules.
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Science and Engineering Mathematics 1B module (EG12003)
Gain the mathematical skills and knowledge needed to handle an engineering degree course and increase your confidence in using and understanding mathematics.
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Core Mathematics I module (MA11001)
Learn algebra and differential calculus. This will include trigonometry, complex numbers, sequences, exponentials, logarithms, functions, and solving equations
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Fundamental Algebra and Calculus module (MA11002)
This is a Maths revision module. It is intended to provide a refresh of maths taught at high school. This will give you a solid foundation for university maths
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Core Mathematics II module (MA12001)
You will be introduced to matrices. You will also cover the use of vectors in 3D geometry, integral calculus, and basic differential equations
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Logic and Proof module (MA12002)
This module provides an introduction to various areas of pure maths. These include logic, proof, group theory and number theory
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Statistics and Probability module (MA12003)
Statistics and probability are used in science, engineering, medicine, and economics. Learn how to use them to draw accurate conclusions from data.
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Discrete Mathematics module (MA12007)
Explore logic, equations, game theory, and probability. You will be introduced to the powerful techniques of discrete mathematics
Level 2
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Human Anatomy (NEU) module (BE21009)
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Discrete Mathematics module (DI21005)
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Mathematics 2A module (DI21009)
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Mathematics for Engineers I module (DI21010)
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Mathematics 2B module (DI22008)
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Statistics II module (DI22013)
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Mathematics for Engineers module (EG21005)
Further develop your understanding of the basic mathematics most relevant to engineers.
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Core Mathematics III module (MA21001)
Learn about generalised vector spaces and related concepts. You will continue work on calculus and differential equations from year 1 modules maths 1A and 1B
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Discrete Mathematics module (MA21003)
Study several areas in discrete mathematics, which involves finite or countable structures, including difference equations, game theory, and combinatorics
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Core Mathematics IV module (MA22001)
Properties of matrices including range, basis and eigenvalues. Calculus for functions of 2 variables including partial derivatives and integrals for 2D domains
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Statistics and Data Analysis module (MA22004)
Use data from a sample of a population to deduce information about the whole population. Use the software package RStudio to do calculations with data
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Operational Research module (MA22005)
Optimise real-world systems using maths. Learn the tools behind decision-making, resource planning, and transport logistics in this practical module.
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Linear Algebra module (MA22006)
Discover the power of vector spaces, transformations, and diagonalisation in this module on linear algebra and its applications
Level 3
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Differential Equations module (DI31009)
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Vector Calculus module (DI31010)
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Analysis module (DI31011)
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Operational Research module (DI31012)
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Complex Analysis module (DI32009)
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Differential Geometry module (DI32010)
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Mathematical Biology I module (DI32011)
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Differential Equations module (MA31002)
Differential equations are equations that involve functions and their derivatives. They describe how a particular quantity changes over time or space
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Vector Calculus module (MA31007)
Explore vector calculus which combines 3D geometry with calculus.
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Real Analysis module (MA32001)
Learn about analysis, an area of pure mathematics that other areas of maths build on.
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Operational Research module (MA32003)
Operational Research looks for optimal solutions to complex real-life problems. It is a powerful approach that can help you work in many different sectors
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Scientific Computing and Numerical Methods module (MA32005)
Solve real-world problems using MATLAB and numerical methods. Build coding, modelling, and simulation skills used in science, engineering, and tech
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Complex Analysis module (MA32006)
Complex analysis studies functions of complex numbers. This module explores differentiation, integration, and series expansions of complex functions
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Optimisation in Finance and Industry module (MA32010)
In this module, you will learn practical optimisation methods supported by a growing body of mathematical theory
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Dynamical Systems module (MA32011)
Explore the maths behind systems that change over time. Study differential equations, stability, and bifurcations in physics, biology, and beyond
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Mathematics Work Placement module (MA33001)
Gain experience applying mathematical knowledge in a professional environment. This will be in an industry such as finance, technology, research, or engineering
Level 4
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Graph Theory module (DI41011)
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Partial Differential Equations module (DI41013)
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Mathematical Biology II module (DI42005)
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Mathematics Project module (MA40001)
You will investigate an area of maths. You will develop your logical, presentation and research skills. You will be supported throughout by your supervisor
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Ordinary Differential Equations and the Approximation module (MA41003)
Explore Ordinary Differential Equations (ODEs), which are essential in science and engineering, and learn basic numerical methods to calculate the solutions
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Fluids and Magnetohydrodynamics module (MA41006)
Explore the physics of fluids and plasmas. Study equations that explain ocean currents, aerodynamics, and solar flares in this applied maths module
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Graph Theory module (MA41007)
Study the key properties of graphs and how to use theory of graphs to solve problems, and develop your approach to understanding theoretical results
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Partial Differential Equations and their Approximation module (MA42003)
You will solve equations that involve partial derivative terms. Use approximation numerical techniques for solutions when equations can't be solved exactly
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Mathematical Statistics module (MA42008)
Build on your previous knowledge of probability and statistics, learning about Statistical Estimation and Models using applications in the computer system R.
Level 5
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Project module (MA50001)
You’ll explore a mathematical topic in depth, developing your logical, research, and presentation skills. You will be supported throughout by your supervisor.
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Stochastic Processes module (MA51005)
Explore randomness and uncertainty through Markov chains, Brownian motion, and probabilistic models used across science and finance
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Optimization in Finance and Industry module (MA52004)
You will study optimisation methods. These include linear and quadratic programming. Solve optimisation problems in financial portfolios and energy systems
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Mathematical Statistics module (MA52007)
Build on your previous knowledge of probability and statistics, learning about Statistical Estimation and Models using applications in the computer system R.
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Statistics and Data Analysis module (MA52008)
This module focuses on providing you with the skills required to make inferences using sample data
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MSc Applied Data Science and AI Project module (MA53004)
Work independently on a major research project in data science and AI. Solve real problems and learn to communicate your insights clearly.