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Designed for students who do not have a sufficient or relevant academic background, the BSc Mathematics with integrated foundation year course is the perfect option to access this highly sought-after degree scheme. In the foundation year, you will be brought up to speed on the fundamentals of Mathematics, providing a solid base for you to continue onto the full undergraduate degree.
Mathematics has fascinated humanity for thousands of years, from the ancient world to the present day, with numbers, patterns and structures leading to the development of mathematical conjectures, reasonings and mathematical proofs. The BSc Mathematics with integrated foundation year degree at Aberystwyth University provides fascinating and challenging learning that combines the identification and analysis of shapes and patterns with data collation and calculation.
The course covers the essential core disciplines of algebra, calculus, geometry, differential equations, probability and statistics, supplemented by a wide choice of optional modules, allowing you to specialise in particular areas or pursue a diverse syllabus. You will be taught though lectures and practical classes with good staff/student ratios in a supportive learning environment.
In studying Mathematics, you will develop clear analytical thought processes, problem-solving abilities and the capacity for logical argument. Such skills are highly transferable and attractive to employers in a range of sectors. Mathematics graduates make significant contributions to vital areas such as science, engineering, technology and finance.
This degree is accredited by the IMA (Institute for Mathematics and its Applications), the UK's learned and professional society for mathematics, directly contributing to your recognition as a Chartered Mathematician.
Course Overview
Modules September start - 2024
Please note: The modules listed below are those currently intended for delivery during the next academic year and may be subject to change. They are included here to give an indication of how the course is structured.
Module Name | Module Code | Credit Value |
---|---|---|
Foundations of Mathematics 1 | MA02610 | 10 |
Foundations of Mathematics 2 | MA03610 | 10 |
Introduction to Mathematical Methods 1 | PH06020 | 20 |
Introduction to Mathematical Methods 2 | PH06520 | 20 |
Introduction to Statistics | MA00910 | 10 |
Mathematics Tutorial | MA01020 | 20 |
Options
Module Name | Module Code | Credit Value |
---|---|---|
Energy and the Environment | PH19010 | 10 |
Information Technology for University Students | CS01120 | 20 |
Introduction to Fundamentals of Physics I | PH04020 | 20 |
Spreadsheets for University Students | CS01010 | 10 |
Module Name | Module Code | Credit Value |
---|---|---|
Algebra * | MA10510 | 10 |
Calculus * | MP10610 | 10 |
Career Planning and Mathematical Skills Development * | MA10720 | 20 |
Coordinate and Vector Geometry | MA10110 | 10 |
Differential Equations | MA11210 | 10 |
Further Algebra and Calculus * | MP11010 | 10 |
Mathematical Analysis * | MA11110 | 10 |
Probability | MA10310 | 10 |
Statistics | MA11310 | 10 |
Module Name | Module Code | Credit Value |
---|---|---|
Mathematical Physics * | PM26020 | 20 |
Applied Statistics | MA26620 | 20 |
Complex Analysis * | MA21510 | 10 |
Introduction to Numerical Analysis and its applications | MA25220 | 20 |
Linear Algebra * | MA21410 | 10 |
Options
Module Name | Module Code | Credit Value |
---|---|---|
Advanced Dynamics | MA25710 | 10 |
Distributions and Estimation | MA26010 | 10 |
Hydrodynamics 1 | MA25610 | 10 |
Introduction to Abstract Algebra | MA20310 | 10 |
Real Analysis | MA20110 | 10 |
Module Name | Module Code | Credit Value |
---|
Options
Module Name | Module Code | Credit Value |
---|---|---|
Comparative Statistical Inference | MA36010 | 10 |
Differential Geometry of Curves and Surfaces | MA30510 | 10 |
Graphs and Networks | MA32410 | 10 |
Group Theory | MA30110 | 10 |
Hydrodynamics ii | MA34610 | 10 |
Information Theory | MA35810 | 10 |
Linear Statistical Models | MA36510 | 10 |
Norms and Differential Equations | MA30210 | 10 |
Numerical Solution of Partial Differential Equations | MA33520 | 20 |
Operator Algebra | MA38310 | 10 |
Partial Differential Equations | MA34110 | 10 |
Probability and Stochastic Processes | MA37410 | 10 |
Project in Mathematics or Statistics | MA39910 | 10 |
Spectral Theory | MA38010 | 10 |
Stochastic Models in Finance | MA37810 | 10 |
Theory of Elasticity | MA33410 | 10 |
Topics in Biological Statistics | MA35210 | 10 |
* Also available partially or entirely through the medium of Welsh
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Typical Entry Requirements
UCAS Tariff
A Levels Available to those who are studying for, or who have completed Level 3 qualifications (eg, A-Levels or BTEC diploma) and to mature-aged candidates without formal qualifications who have suitable background education, experience and motivation.
GCSE requirements (minimum grade C/4):
English or Welsh and Mathematics
BTEC National Diploma:
Available to those who are studying for, or who have completed Level 3 qualifications (eg, A-Levels or BTEC diploma) and to mature-aged candidates without formal qualifications who have suitable background education, experience and motivation.
International Baccalaureate:
Available to those who are studying for, or who have completed Level 3 qualifications (eg, A-Levels or BTEC diploma) and to mature-aged candidates without formal qualifications who have suitable background education, experience and motivation.
European Baccalaureate:
Available to those who are studying for, or who have completed Level 3 qualifications (eg, A-Levels or BTEC diploma) and to mature-aged candidates without formal qualifications who have suitable background education, experience and motivation.
English Language Requirements:
See our Undergraduate English Language Requirements for this course. Pre-sessional English Programmes are also available for students who do not meet our English Language Requirements.
Country Specific Entry Requirements:
International students whose qualification is not listed on this page, can check our Country Specific Entry Requirements for further information.
The University welcomes undergraduate applications from students studying the Access to Higher Education Diploma or T-level qualifications, provided that relevant subject content and learning outcomes are met. We are not able to accept Access to Higher Education Diplomas or T-levels as a general qualification for every undergraduate degree course.
Our inclusive admissions policy values breadth as well as depth of study. Applicants are selected on their own individual merits and offers can vary. If you would like to check the eligibility of your qualifications before submitting an application, please contact the Undergraduate Admissions Office for advice and guidance.