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Mathematics is a fascinating subject. It is the language of modern Business and Commerce, Engineering, Science and Technology and is as old as humanity. As the universal language of science, it is the best tool to describe reality. You will develop a passion and enthusiasm for mathematics and its applications at Liverpool Hope. Mathematics encompasses many analytical and numerical methods to solve scientific and industrial problems.
Mathematics at Liverpool Hope has been designed to help you develop strong analytical and numerate abilities and skills to learn how to look at problems, break them down into more straightforward questions and then solve them. Mathematics at Liverpool Hope can be taken as a single or combined honours degree with a related subject.
The degree will cover all areas of mathematics, including pure mathematics, applied mathematics and statistics. By the end of the degree, you will be confident in mathematically tackling real-world problems. You can expect to receive first-class tuition and teaching and first-class support by studying with us. We pride ourselves on providing an excellent student experience, and the tutors at Liverpool Hope work hard to ensure that you get the most from your degree.
A-Levels BBC
UCAS Tariff Points 112 UCAS Tariff points must come from at least two A Levels (or equivalent). Additional points can be made up from a range of alternative qualifications.
BTEC DMM
Access to HE 112 Tariff Points
IB 28
Irish Leaving Certificate 112 Tariff Points from Higher Level qualifications only
Welsh Baccalaureate This qualification can only be accepted in conjunction with other relevant qualifications.
T-Levels 120 Tariff Points / Merit
Subject Requirements You also need an A Level (or equivalent) in Mathematics
20 hours of work permit weekly for international students.
Introduction to Mathematics (Core 1)
Set theory, Logic, Numbers, and proofs
Calculus
Complex numbers
Linear algebra
Statistics
MATLAB & programming
Introduction to Mathematics (Core 2)
Mathematical modelling
Application of mathematics (mechanics, biology, physics, financial mathematics)
Difference equations
Ordinary differential equations
Graph theory
Financial Mathematics
Introduction to Numerical Analysis
Mathematical communication
Explorations in Mathematics (Core 1)
Multivariable calculus
Differential geometry
Statistics & R programming
Number Theory & Abstract Algebra
Explorations in Mathematics (Core 2)
Systems of ordinary differential equations
Partial differential equations
Laplace transformation
Fourier analysis
Numerical analysis
Different Equations
Advanced Studies in Mathematics (Core 1)
Statistics and data modelling
Symmetries, groups and conservation laws
Galilean and special relativity
Group theory
Metric Spaces and Topology
Complex analysis
Advanced Studies in Mathematics (Core 2)
Linear and nonlinear waves
Integrable systems
Hamiltonian systems
Chaos theory
Calculus of variations
Perturbation methods
Research Projects and Dissertations
IELTS
6.0 overall (with reading and writing at 6.0) and no individual score lower than 5.5.
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For any enquiries or further details, please don't hesitate to contact us. Let's take the next step in your academic journey together.
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