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Mathematics with Integrated Master's - MMath

Year of entry: 2022
Course type: Integrated Master's
Duration of study: 4 years/ 5 years with International Year

Location: Keele University campus
Subject area / School: School of Computing and Mathematics
UCAS code: G103

Entry requirements

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Course overview

Our Integrated Master's course in Mathematics provides you with the opportunity to develop specialist subject knowledge and skills to progress to a career in academia or industry. You will also work more independently and at a higher level, preparing you for a career in a technical or quantitative discipline.

Keele Undergraduate Enquiries Form

Please submit your question in the form below and a member our enquiries team will be in touch with you shortly.

Your Name

Date of Birth (dd/mm/yyyy)

Please provide a contact telephone number *

Country of Residence

Year of Entry

Please Select a Course

Are you interested in a Foundation Year

YesNo

Please enter your question below:

Your Preferences

Please keep me informed using email

YesNo

Please keep me informed using phone

YesNo

Please keep me informed using messages/texts

YesNo

What we’re going to do with your data and why?

We will securely store your data and send you essential information (examples include updates on an application or booking confirmations for events such as Open Days).

How long are we keeping it?

We will keep your data for the year that you first enquire with us plus 6 subsequent years. This is to ensure that you are legally protected should you have any issues with the use of your data.

Unsubscribe

What to do if I change my mind?

Top 10

Student Experience Times, 2020

Top 10

in England for Overall Student Satisfaction NSS 2021 (broad-based public universities)

Top 10 in the UK for Mathematics

for student satisfaction NSS, 2021

Student testimonials

Luke Riley, Mathematics with Integrated Master's

"The maths programme at Keele allowed me to learn how to work through a mathematical problem applying real life context wherever possible" - read more about Luke Riley, Mathematics with Integrated Master's

Anne-Marie Simcock, Mathematics with Integrated Master's

"Pursuing a maths degree gives you a wide range of careers to explore after university. It keeps your options open and the skills you develop can be applied to many fields" - read more about Anne-Marie Simcock, Mathematics with Integrated Master's

Hollie Lloyd, Mathematics with Integrated Master's

"The ability to think logically and solve problems is not something to be underestimated, as well as being an attractive skill to many employers after completing your degree" - read more about Hollie Lloyd, Mathematics with Integrated Master's

Adam Owen, Mathematics with Integrated Master's

"The undergraduate Master's degree that I obtained from Keele gave me the necessary knowledge, skills and confidence to be able to pursue my dream of studying for my PhD in Mathematics" - read more about Adam Owen, Mathematics with Integrated Master's

Course content

This course adds a fourth year at master’s level to our Single Honours degree, in which you will study specialist modules based on your own interests as well as your tutors’ research interests. Building on what you learn in your first three years, you will develop higher-level skills both in mathematics and in your approaches to problem solving and the communication of your solutions to diverse audiences.

Studying for a master’s at Keele you will spend more time in self-directed study, becoming an independent learner, thinker and researcher. You will deliver a substantial project, write mathematics to a professional standard and explore how mathematicians contribute to academia and industry.

This programme is accredited to meet the educational requirements of the Chartered Mathematician designation awarded by the Institute of Mathematics and its Applications.

Accreditation logo for Institute of Mathematics 250 px by 69 px

RELATED COURSES

Mathematics can also be studied as a Combined Honours degree in the following combinations:

You may also be interested in:

Course structure

The module details given below are indicative, they are intended to provide you with an idea of the range of subjects that are taught to our current students. The modules that will be available for you to study in future years are prone to change as we regularly review our teaching to ensure that it is up-to-date and informed by the latest research and teaching methods. The information presented is therefore not intended to be construed and/or relied upon as a definitive list of the modules available in any given year.

Year 1 (Level 4)

Compulsory modules	Credits	Optional modules	Credits
Algebra	30	Applied Mathematics	15
Calculus	30
Investigations and Problem Solving	30
Mathematical Methods	15

Year 2 (Level 5)

Compulsory modules	Credits	Optional modules	Credits
Differential Equations	15	Dynamics	15
Probability	15	Analysis II	15
Exploring Algebra and Analysis	15	Introduction to Mathematics Education	15
Computational Mathematics	15	Linear Statistical Models	15
Complex Variable I and Vector Calculus	15
Mathematical Modelling	15
Abstract Algebra	15

Year 3 (Level 6)

Optional modules	Credits	Optional modules	Credits
Nonlinear Differential Equations	15	Linear Algebra	15
Partial Differential Equations	15	Fluid Mechanics	15
Group Theory	15	Waves	15
Number Theory and Cryptography	15	Medical Statistics	15
Professional Mathematics	15	Mathematical Biology	15
Applied Time Series	15	Financial Mathematics	15
Graph Theory	15	Introduction to Mathematics Teaching	15
Introduction to Linear Elasticity	15	Project	15
Optional Modules: students normally choose four 15-credit modules in each semester. The choice will depend on any timetabling restrictions and will be subject to the student having met the necessary prerequisites. Some modules may not be available every year.

Year 4 (Level 7)

Compulsory modules	Credits	Optional modules	Credits
Masters Project	60	Field and Galois Theory	20
		Analytics Functions	20
		Continuum Mechanics	20
		Hydrodynamic Stability Theory	20
		Topics in Group Theory	20
		Perturbation Methods	20
		Numerical Modelling with Partial Differential Equations	20
Optional Modules: students take three optional modules alongside the compulsory Masters Project module. The choice will depend on availability and timetabling restrictions.

For further information on the content of modules currently offered, including the list of elective modules, please visit: www.keele.ac.uk/recordsandexams/az

Variations to 2020/21 courses

Foundation year

Foundation Year Overview

If you do not meet the requirements for direct entry into our (MMath) Mathematics with Integrated Master's Mathematics course, our Foundation Year can provide an alternative route into your degree.

Keele University is consistently ranked among the top universities for student satisfaction, and we have over 70 years’ experience of teaching a foundation year to students. On the Keele Foundation Year, you’ll study on campus, joining our community from the outset, and you will have access to a range of support.

Read on to find out about:

Foundation Year indicative modules for the September intake
Foundation Year entry requirements
How to apply
UCAS code for this course

The information within this page is for students wishing to start their studies in September. If you would like to start this course in January, please visit our January pages for further details.

Course Content

Our Foundation Year allows you to develop your critical thinking, academic reading, writing, and communication study skills along with subject-specific knowledge and skills which will be invaluable in your academic studies and beyond. Upon meeting the progression criteria and successfully completing our Foundation Year, you will automatically progress into your Keele undergraduate degree with the confidence that you have the skills, and knowledge needed to successfully complete your course.

This Foundation Year is a two-semester programme which provides a tailored pre-degree programme of study to better prepare you for the MMath Mathematics with Integrated Master's Mathematics course. For example, the Foundations of Applied Mathematics (Mechanics and Statistics) module introduces you to the applications of mathematics to mechanic/physical situations as well as to statistical techniques used widely across the whole curriculum and in research. Course content has been developed in collaboration with degree teaching teams, so that by the time you begin Year 1, you will be ready to excel at your studies, as the majority of our Foundation Year students do. In addition to meeting the Foundation Year progression requirements, students must also meet all credit requirements in each year of their studies to be awarded a Master’s Degree.

Find out more about the Keele Foundation Year, including information about teaching and assessment methods by visiting the Foundation Year homepage.

Course Structure

Semester One Modules

FYO-00187	Academic Skills for Computer Scientists and Mathematicians	15 credits
FYO-00223	Foundations of Applied Mathematics (Mechanics and Statistics)	15 credits
FYO-00217	Foundations of Mathematical Methods	30 credits

Semester Two Modules

FYO-00229	Advancing Mathematical Methods	30 credits
FYO-00233	Advancing Applied Maths and Computing - Making Decisions	15 credits
FYO-00235	Advancing Applied Maths and Computing - Logic, Codes & Cryptography	15 credits

ENTRY REQUIREMENTS

The entry grades outlined in this section indicate the likely offer or range of offers which would be made to candidates along with any subject specific requirements. This is for general information only. Keele University reserves the right to vary offer conditions depending upon a candidate’s application. Read more about our undergraduate entry requirements for United Kingdom, European Union and International students.

Between 40-56 UCAS points from at least 1 A level/level 3 qualification or equivalent, or
Relevant work experience

AND

GCSE English Language at grade 4 (C), or Level 2 Functional Skills, or
IELTS 5.5 (with 5.5 in all subtests)

AND

GCSE Mathematics at grade 4 (C) or above

How to Apply

Students will need to apply for BSc (Hons) Mathematics with Foundation Year (UCAS code G101) through UCAS at www.ucas.com

Direct Entry Students

If you already have your qualifications, are not expecting any further results and only wish to apply to Keele, please contact the Admissions Office directly.

Information for International Students

International students who do not meet the direct entry requirements for this integrated course may have the opportunity to study an International Foundation Year stand alone programme.

Please visit the International Foundation Year pages for information on how to apply, entry requirements and course details.

To find additional course information to complement the information on this tab, please view our Foundation Year programme specifications.

The offer you receive will be determined by your subject and application.